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	<title>TURismul ECOlogic in Romania &#187; Bookkeeping</title>
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	<link>https://tureco.cndd.ro</link>
	<description>sansa pentru dezvoltare economica si sociala – TURECO</description>
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		<title>Best Invoice Software for Small Businesses Wave Financial</title>
		<link>https://tureco.cndd.ro/best-invoice-software-for-small-businesses-wave/</link>
		<comments>https://tureco.cndd.ro/best-invoice-software-for-small-businesses-wave/#comments</comments>
		<pubDate>Wed, 25 Sep 2024 16:53:12 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Accounting software helps business owners understand how money flows in and out of their businesses. This can help you save time and make financial decisions quickly. Electronic invoices are created with online invoicing software or other cloud-based services, which makes it easy to automate the invoicing process. Electronic invoices also… <a href="https://tureco.cndd.ro/best-invoice-software-for-small-businesses-wave/" class="read-more-link">read more &#8594;</a>]]></description>
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" width="609px" alt="www.waveapps.com login"/></p>
<p>
<p>Accounting software helps business owners understand how money flows in and out of their businesses. This can help you save time and make financial  decisions quickly. Electronic invoices are created with online invoicing software or other cloud-based services, which makes it easy to automate the invoicing process. Electronic invoices also provide small business owners with professional-looking digital invoices that their customers can pay easily online through a system like Wave’s online payments.</p>
</p>
<p>
<h2>Access all customer information in one place</h2>
</p>
<p>
<p>Wave has helped over 2 million North American small business owners take control of their finances. Wave has helped over 2 million small business owners in the US&nbsp;and Canada take control of their finances. With this release, we’re waving bye to bugs and hello to stability improvements. Thanks for using Wave to help you stay more in control of your business while on-the-go.</p>
</p>
<p><img 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width="601px" alt="www.waveapps.com login"/></p>
<p>
<p>Keep compliant and save time by having Wave handle your Canada Revenue Agency tax remittances on your behalf. &#8222;Wave invoicing makes your life a whole lot easier and takes that worry off you. I&#8217;ve tried Quickbooks—it&#8217;s a bit more complicated and technical, <a href="https://www.business-accounting.net/what-is-full-disclosure-principle/">what is full disclosure principle</a> and takes more time to set up.&#8221; The developer, Wave Financial Inc, indicated that the app’s privacy practices may include handling of data as described below. For more information, see the developer’s privacy policy. Send invoices whenever and wherever you want with Wave’s free app for iOS and Android. &#8222;It’s not just a cool piece of software, it is giving peace of mind to people.” You deserve to know your taxes aren&#8217;t something you have to sweat over the entire calendar year.&#8221;</p>
</p>
<p>
<h2>Payments</h2>
</p>
<p>
<ol>
<li>Not being able to see or input the expenses unless I pay for the quick receipt plan in app is kind of a bummer.</li>
<li>At any time, you can activate to start your billing cycle and gain access to items like tax filing and approving payrolls beyond the current month.</li>
<li>This can help you save time and make financial decisions quickly.</li>
<li>A common issue when invoicing in Microsoft Word, Excel, or other DIY solutions is making calculation errors.</li>
<li>Wave has helped over 2 million North American small business owners take control of their finances.</li>
</ol>
<p>
<p>Not being able to see or input the expenses unless I pay for the quick receipt plan in app is kind of a bummer. I’m glad the option is still available online and the system works great and the amount of different charts available is super helpful. With a Pro Plan subscription, you can connect your bank account with Wave and automatically import your transactions. Upon processing <a href="https://www.simple-accounting.org/accrued-interest-definition/">accrued interest definition</a> your first payroll, you can use Wave Payroll for up to 30 days, commitment-free. At any time, you can activate to start your billing cycle and gain access to items like tax filing and approving payrolls beyond the current month.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='310' src='https://www.youtube.com/embed/VIz6877ae4g' frameborder='0' alt='www.waveapps.com login' allowfullscreen></iframe></div>
</p>
<p>
<h2>Add credit card payments to get paid faster and stop chasing customers with auto-reminders</h2>
</p>
<p>
<p>Know when an invoice is viewed, becomes due, or gets paid, so you <a href="https://www.intuit-payroll.org/how-to-complete-form-w-2/">intuit w-9</a> can stay on top of your cash flow better than ever. Our (non-judgmental) team of bookkeeping, accounting, and payroll experts is standing by to coach you—or do the work for you. Between the app and the payment process—I can&#8217;t tell you the hours it&#8217;s saved, and even the headaches that have gone away because of it.</p>
</p>
<p>
<h2>Payroll software that pays off</h2>
</p>
<p>
<p>Monitor your cash flow, stay organized, and stop sweating tax season. Say #sorrynotsorry to your spreadsheets and shoeboxes. Give your customers the option of paying with one click using a credit card, bank transfer, or Apple Pay.</p>
</p>
<p>
<p>Any connections between you, your bank accounts, and Wave are protected by 256-bit SSL encryption. ‍2 Rates are 1% for bank payments (minimum fee of $1). For information on credit card rates, visit Pricing for details. Sign up for Wave and send your first invoice right away—it only takes a few minutes! With the Pro Plan you can also  set up recurring payments, auto-reminders, and deposit requests to make sure you always get paid on time. Every invoice paid means more revenue coming into your small business.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/paLcHwYX6Rs' frameborder='0' alt='www.waveapps.com login' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://tureco.cndd.ro/best-invoice-software-for-small-businesses-wave/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Is a Product Backlog in Scrum? Scrum Alliance</title>
		<link>https://tureco.cndd.ro/what-is-a-product-backlog-in-scrum-scrum-alliance/</link>
		<comments>https://tureco.cndd.ro/what-is-a-product-backlog-in-scrum-scrum-alliance/#comments</comments>
		<pubDate>Tue, 07 May 2024 14:45:22 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=86134</guid>
		<description><![CDATA[The backlog is the foundation for the team&#8217;s ability to work in sprints, focusing on increments of work at a time. It allows for flexible, evolving, just-in-time planning, it supports collaboration and discussion, and it enables the scrum team&#8217;s ability to focus on a set of high-value items for a… <a href="https://tureco.cndd.ro/what-is-a-product-backlog-in-scrum-scrum-alliance/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img 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" width="201px" alt="what is backlog"/></p>
<p>
<p>The backlog is the foundation for the team&#8217;s ability to work in sprints, focusing on increments of work at a time. It allows for flexible, evolving, just-in-time planning, it supports collaboration and discussion, and it enables the scrum team&#8217;s ability to focus on a set of high-value items for a defined period of time. The product owner needs  to make sure that work is clearly understood by everyone. However, this doesn’t mean that every little detail needs to  be documented.</p>
</p>
<p>
<p>LogRocket simplifies workflows by allowing Engineering, Product, UX, and Design teams to work from the same data as you, eliminating any confusion about what needs to be done. Unlike waterfall projects, it’s not a place to drop extensive requirements and demand people to deliver them. Many teams encourage stakeholders to create tickets in the product backlog. That often gets in the way of collaboration because it becomes a service-provider relationship. In this guide, we’ll help you understand what a product backlog is, review common traps for agile teams to avoid, and define who is accountable for backlog prioritization.</p>
</p>
<p><img 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" width="209px" alt="what is backlog"/></p>
<p>
<h2>How does good product backlog management help your team stay agile?</h2>
</p>
<p>
<p>The Developers who will be doing the work are responsible for the sizing. The Product Owner may influence the Developers by helping them understand and select trade-offs. One Product Backlog is used to describe the upcoming work on the product. In many cases, these lender <a href="https://www.accountingcoaching.online/what-is-the-average-employee-retention-rate-by/">what is the average employee retention rate by industry</a> backlogs resulted in situations where delinquent borrowers were able to remain in their homes for several years without making any mortgage payments. The housing recovery did not begin in earnest until such backlogs were mostly cleared. Enhance your sprint reviews with Atlassian&#8217;s comprehensive 3-step guide.</p>
</p>
<p>
<h2>Provide a single source of truth for the team’s planned work.</h2>
</p>
<p>
<ol>
<li>The Product Owner oversees and administers the backlog, ensuring transparency, alignment with project objectives, and continual refinement.</li>
<li>The team may also get hung up on how to use the tool rather than selecting the process that works best for them.</li>
<li>The backlog contents, format, and type are determined by backlog guidelines.</li>
<li>A user story is a way to express the work from a user’s point of view, which can be a valuable way to communicate the work to all team members.</li>
<li>It is an ever-evolving list of action items, some of which may be removed further down the line, replaced with more pertinent activities.</li>
</ol>
<p>
<p>These will vary in complexity, but owners will need to elaborate on them as they approach the top of the list and become action items. Product Backlog is a prioritized to-do list that comes after you paint the bigger picture with a Product Roadmap. It simplifies complex ideas by breaking them into more digestible parts. The term backlog is used to indicate the existing workload that exceeds the production capacity of a firm or department, often used in construction or manufacturing.</p>
</p>
<p>
<p>Moreover, they can mitigate any conflicts, dependencies, or advanced work required. With a well-maintained backlog, the contents of any sprint will rarely be the first time the team has encountered the item and its requirements. Agile’s primary strengths lie in rapidly delivering value to customers. Quick iterations and deployment of new functionality and enhancements keep the focus squarely on delighting customers.</p>
</p>
<p>
<h2>What is a product backlog?</h2>
</p>
<p>
<p>It may, for example, refer to a company&#8217;s sales orders waiting to be filled or a stack of financial paperwork, such as loan applications,&nbsp;that needs to be processed. Fostering discussion around what&#8217;s important gets everyone&#8217;s priorities in sync. These discussions foster a culture of group prioritization ensuring everyone shares the same mindset on the program.</p>
</p>
<p>
<p>For example, within the software development realm, teams leverage backlog item estimation to dissect intricate features into manageable tasks, thus paving a clearer path towards project finalization. Moreover, in the domain of marketing, collaborative endeavors among <a href="https://www.personal-accounting.org/haircut-and-margin/">haircut and margin</a> team members to refine backlog priorities result in more focused campaigns and successful product launches. Teams can use the product backlog to avoid wasting time debating whether an option is valuable or not based on limited information.</p>
</p>
<p>
<p>This happens if a team adds every idea that gets suggested for addressing the <a href="https://www.business-accounting.net/long-term-assets-definition-and-meaning/">long-term assets definition and meaning</a> outcome but never explores the ideas or removes the items that won’t be delivered. Product backlogs can also grow to an unmanageable size if all large product backlog items are split into smaller product backlog items too far in advance of when the team will work on them. A team owns its product backlog and may have a specific role –&nbsp;product owner&nbsp;– with the primary responsibility for maintaining the product backlog. Once the team chooses the roadmap, the backlog serves as a source for specific development items. The tasks are most beneficial to achieving the objectives and goals of each theme. The product team may consider related backlog items for individual sprints and more significant epics.</p></p>
]]></content:encoded>
			<wfw:commentRss>https://tureco.cndd.ro/what-is-a-product-backlog-in-scrum-scrum-alliance/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Overview of the Invoices Posted to Suspense Report</title>
		<link>https://tureco.cndd.ro/overview-of-the-invoices-posted-to-suspense-report/</link>
		<comments>https://tureco.cndd.ro/overview-of-the-invoices-posted-to-suspense-report/#comments</comments>
		<pubDate>Thu, 23 Nov 2023 18:19:44 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=100979</guid>
		<description><![CDATA[An incomplete transaction should neither https://www.bookstime.com/articles/budgeting-report-definition-and-examples be overlooked nor entered improperly. The suspense account provides a place for accountants to temporarily log and track incomplete transactions until more information is obtained. There can be lack of surety regarding a payment made by a client with respect to the accounts receivable… <a href="https://tureco.cndd.ro/overview-of-the-invoices-posted-to-suspense-report/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="suspense account examples"/></p>
<p>
<p>An incomplete transaction should neither <a href="https://www.bookstime.com/articles/budgeting-report-definition-and-examples">https://www.bookstime.com/articles/budgeting-report-definition-and-examples</a> be overlooked  nor entered improperly. The suspense account provides a place for accountants to temporarily log and track incomplete transactions until more information is obtained. There can be lack of surety regarding a payment made by a client with respect to the accounts receivable balance. In these situations, a suspense account is passed to match the outstanding dues with payments and verify them with the client.</p>
</p>
<p>
<h2>Example 2: Payment Received Pending Investigation</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="suspense account examples"/></p>
<p>
<p>Let’s say that there are errors in the account books of ABC Ltd. as on March 31, 2022. Later, when they receive more information, they can transfer the entry from the suspense account to the correct account. A general ledger is often the part of your financial records where your assets and liabilities are recorded on an ongoing basis. Suspense accounts are often used for assets or liabilities and may require further clarification to be adjusted or added where they belong.</p>
</p>
<p>
<ul>
<li>The suspense account can have a debit or a credit balance, depending on which side the trial balance is short.</li>
<li>If an expense is incurred, the benefit of which is received by more than one account, such an expense can temporarily be placed in a suspense account.</li>
<li>If you don’t know who made the payment, look at your outstanding customer invoices and find which one matches the payment amount.</li>
<li>When the process is finished, the accountant may finally terminate the suspense account and transfer the money to the correct account.</li>
<li>For instance, if a transaction is mistakenly recorded twice, the excess amount can be placed in a suspense account while the error is investigated and corrected.</li>
<li>If there are discrepancies in the amounts paid or received, these funds may be placed in a suspense account until the issues are resolved.</li>
<li>Suspense accounts are used to record discrepancies, so if you have received payment but the customer has failed to provide the correct details, that payment may be entered into a suspense account.</li>
</ul>
<p>
<h2>How to Reconcile General Ledger Accounts?</h2>
</p>
<p>
<ul>
<li>Auditors can trace the origins of transactions recorded in suspense accounts during an audit and verify their accuracy.</li>
<li>Investing and brokerage suspense accounts temporarily hold investors’ funds until the money is allocated towards the purchase of new investments.</li>
<li>First, regularly review the items in the account, with the objective of shifting transactions into their appropriate accounts as soon as possible.</li>
<li>This balance is debited if the credit balance is larger than the debit balance.</li>
<li>Use a suspense account when you buy a fixed asset on a payment plan but do not receive it until you fully pay it off.</li>
<li>Chartered accountant Michael Brown is the founder and CEO of Double Entry Bookkeeping.</li>
</ul>
<p>
<p>Suspense accounts and clearing accounts are both used to record transactions on a temporary basis, at least until those transactions have been assigned <a href="https://www.bookstime.com/articles/suspense-account">suspense account examples</a> to their respective place in the general ledger. However, in the case of suspense account, there is often an added issue that may need resolution. Large corporations can clear their suspense accounts periodically, whereas small enterprises can do so more often.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="suspense account examples"/></p>
<p>
<h2>What is the purpose of setting up a suspense account?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="suspense account examples"/></p>
<p>
<p>Proper management and regular review of suspense accounts ensure that all transactions are correctly classified and recorded, supporting the overall financial health of the organization. The accountant will then credit the suspense account with $50 and debit the cash account with the same transaction amount. When the company gets the entire payment from the customer, they will debit $50 from the suspense account and credit  the receivable accounts with the same amount. When the process is finished, the accountant may finally terminate the suspense account and transfer the money to the correct account. A suspense account is the general ledger account that the company uses for recording transactions temporarily.</p>
</p>
<p>
<ul>
<li>However, in the case of suspense account, there is often an added issue that may need resolution.</li>
<li>Each week he purchases some of the materials needed to manufacture the bakery’s products and he pays for them with the company’s debit card.</li>
<li>Let us understand how suspense account entries work and how it helps accounting teams with the help of a couple of examples.</li>
<li>When you record uncertain transactions in permanent accounts, you might have incorrect balances.</li>
<li>Moreover, differing amounts in the debit and credit entries would also count as an error.</li>
<li>He has been a manager and an auditor with Deloitte, a big 4 accountancy firm, and holds a degree from Loughborough University.</li>
<li>In the banking industry, suspense accounts are commonly used to handle unidentified deposits.</li>
</ul>
<p>
<h2>Great! The Financial Professional Will Get Back To You Soon.</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="253px" alt="suspense account examples"/></p>
<p>
<p>To close the suspense account, credit the suspense account and debit the supplies account for the purchasing department. If you’re unsure about where to enter a transaction, open a suspense account and talk to your accountant. If the credits in the trial balance are larger than debits, <a href="https://x.com/BooksTimeInc">https://x.com/BooksTimeInc</a> record the difference as a debit.</p>
</p>
<p>
<ul>
<li>A mortgage servicer can use a suspense account to hold funds when a borrower falls short on their required monthly loan repayment, possibly by accident.</li>
<li>A mortgage suspense account is a catch-all account that would often be used to temporarily hold funds in case a customer overpays or underpays their monthly installments.</li>
<li>The main purpose of setting up a suspense account is to keep track of temporary transactions that have not yet been posted to the ledger account.</li>
<li>Let’s suppose a company receives a cash sum of $500 but it cannot figure out who the money is from or what it is for.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>https://tureco.cndd.ro/overview-of-the-invoices-posted-to-suspense-report/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>QuickBooks Online vs Desktop: Which Is Right for You in 2024?</title>
		<link>https://tureco.cndd.ro/quickbooks-online-vs-desktop-which-is-right-for/</link>
		<comments>https://tureco.cndd.ro/quickbooks-online-vs-desktop-which-is-right-for/#comments</comments>
		<pubDate>Thu, 22 Jun 2023 07:01:41 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=121756</guid>
		<description><![CDATA[Instead of showing clear images of your cash balance, outstanding invoices, and upcoming bills like the QuickBooks Online dash, the desktop version’s dash is a flowing series of connected folders and files. Unless you’re an accountant, the learning curve will likely be a little higher for you than it would… <a href="https://tureco.cndd.ro/quickbooks-online-vs-desktop-which-is-right-for/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img 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wtN2Iwk1DMmrVzsoZN/oMq6Hmpr9NZvO53fI6MPade07LNxMCyeRLbO99OBVdrMmbtyy2MclGFdz0085a9BapJrKZLOiquUgrJ5vtsyZMssMTU7zk0Ky5M1GPWmHrzLb95KKTt49eb9egZSWnkdklPay98tRdq5KYlnLLvZq3EPjpJ7Du86yegjJPWYGUraRsK8aNsmy3zl/phdQbNlDu43eXKm4iqU9Ncizoo68Pd7b95KBlWkd+S3IsrvgSXJwuyHYxrL/AHkQ928evHedeC72STWUyWdAyyshDsmdPOXrPlOYGQaQLLXZtnWX9n5kRRpMPWfInorLT01m87nd8gZUXazJ475FlRkKhuzfmwwoukZJ6zGpNCrDNRlkYdlm2wLLMsoMItJPeW50FpJ68Gn4SZbfRVxgxhSAW3PMZVcYMYU7zC8xLdKZVMYMYU7zC8w3SmVXFP8AggxT/ghTvC8N8qWav3jBjCneYXmG6VTKpjBjCneYXmG6VnKpjBjCkArumMquMGMKd5heYlulMquLePXjqQzRo71OFSG6YNdI9nD3ay/mDAeQRdseqfUjp2pWNnM1DaLJ47hnVTPdI3Gg33JBfKtTuUV57u1/w3LFtDNVez7r0K1nh/EjX1dMNZ4fxI19XTGsGTu1ZBsbx3oZxCRN4Rt3BKYzfCNyaXF4WFibimPq1X14TMz0Kcc6TlrpaWjrfl3G1c2VwtNRUuNxFcIrve5xtuths7WeH8SNfV0w1nh/EjX1dMa7fWgV/FLs2b2n0NA9N+g2Nc49xhO8V7hbmZHuRklum6GY2mAsNZ4fxI19XTDWeH8SNfV0xgare1I0OE2OtTdKnK760TMySwCSVvxFLlMMr8PbuEPiaptU0WrVm7gtFeSPGvx2qhddcoqRKGrxSZXJpbXwoGKNnazw/iRr6umGs8P4ka+rpjXLKqa7lKVqF0nSziNcNY8148jbqYyyit6qJfKElhkqXaVMwkpG0lrTGlL6Wk6dyLefeN8qhHYJrslVVUm35ky00VcTgPrT98Do2NrPD+JGvq6Yazw/iRr6umNWMqmtWimrgnzF07NmWtxLuI1Tfyzbuu5cVm8TjeJSwhUe1RaQzqFs4KnN4u0X6Bbg50k2xpKq5bEw77sUtBLdeYwGz9Z4fxI19XTDWeH8SNfV0xj6Ok5WTpxq7mWmk2kTvx0NJA0j0f5f4B7ZbQzavJvzAYWms8P4ka+rphrPD+JGvq6Y1lAVbX0Y1aMpCDkpM+JJ+bVxeuvvXuWClhJbq543wQt9G0+r1DbnpMGxNZBybcnBQr1XAMydfyCTLbdcnTLcruE/jAbV1nh/EjX1dMNZ4fxI19XTGudOuLRi0CPTpAkXBt0TwdNu4PBvSSPFxeBUsVRRPBK5XavEtop5UT5m+0KiXJdwg/do6J5BRpehi7iZX337ndt9sDDM6zw/iRr6umGs8P4ka+rpi/AGFhrPD+JGvq6Yazw/iRr6umL8AFhrPD+JGvq6Yazw/iRr6umL8AMUWGs8P4ka+rphrPD+JGvq6YvwBnDhDqvLRo01OFNm1YNSPZwy2sv5g/HkPi3D196sN/q0U58+GX2F8PH0+0NSabFcOTedJVTGDGFIBjdMhlVxgxhSAN0xlVxgxhSAN0xlVxgxhSAN0xlVxgxhSAN0xlVxgxhSAN0xlVxgxhSAN0plVxgxhTvMLzEt0pl8AAEHwAAAAAAAAAAAAAAAAAAAA+9cYXmJVE2bzUw0zvJhiZum3tNu9+i2lTUxejwj2D6jx/q0VJ8+Hv2FiPHzR4R6/wDUfkv/AEzVKX+3D37CwFoe8rZ913cfCPgpZVt+CGVbfgjcw6+Fq5h4p47bv3jBuu6aHe3WNAjUR+I+EhfillW34IZVt+CAqgKWVbfghlW34IYMKoCllW34IZVt+CGDCqApZVt+CGVbfghgwqj6XCKOVbfghlW34IYFwLTQjWVyBZNDenEXFxW12hVyjXm/aGUa837QUVD4R8FLKtvwQyrb8EE8KoCllW34IZVt+CGDCqApZVt+CGVbfghgwqgKWVbfghlW34IYMKo+lwijlW34IZVt+CA4b6sP/q0U38+GX2F8PHzS4R6/9WBS/wDTNTZf7cMvsL8eQGlwjTn7rk3ndfAABptUAAAAAAAAAAAAAAAAAAAAAAAAAZWPpuamORMhsYfWGLv94gv94hJextU/QhiZGHmoflrLKhh9amPAAGumCbURR8LUrXfjx1mWohIktBz2s9Q+bOheFswpXLWYsmcS5ess1mRrAjuHR40fW8PrPULm7kwrNCrdQ46sBpcI+D6YzVHQ+vFQtmXe3fAnRqxdU2g7MWTyJbPXmazIj1ZU3C03lsm9dZkbgGiqsmNeKhcvRsy+Q6E0MMLcsJJMnkS2yQhVqUuzNo2Zd8iMx1K1PlM6y5MLCagZqHP7siW2qUsuYmKLgMewfUeP9WipPnw9+wsB4+FwGPVHqWFO1fLan6q9apgm0fsok25XLqor4+Qalf73Cl+jCH1Ss+7l6MYpD9iC1DSsxMSqEgyNs20TY5dw5zJ45bkoVyV6XDerxmKXxD8MKdrvTdlnqk0W0bchvdFwossWHxu6nzjcdZPR968azaUnaWzdlkqlbG1bx+XLMOFV1sbdNv8AyhKKQinsWyX11vJw7cG4O9c1juuTLjD4dsgEmFBRwTbRvdHtH2xXFu7RJ41Xa85XCqj43cNXeje3cksRcx3isNblTdXwERkIl430SasMs3wNosfL3XYZI3cduuJffzkLsoCvCa7TtvmT7WY3bBv0NyzODf2j7Qkmno+lwiFNqfrNw3m2TyojaE824922XJddltdolUsO/wDMLmhIKs4hi4WruqG81Iulr97oGi1QS4CTTT/5ntmAlwAAootWT1m70TNo7brl8EZH/wAxcXnzjXqtH1GyinDKm37Vrfj5dvxKF6rpRTE3L4IxdM6dq8sq6d1IROdAkcfRblciuqWFi4hfRK/pRNNNx9LhGunMHV0XGZplLnplgJImigV5EkWglxSaSPDeSt3yg/SbOs5Wj2+tcy5jJzRXXXbG4bY6N2IphpuCuSM0sM9EriwleDbv2gGxQEdpOOmYiEbNKimym5I713LotHCI1dPtJplwJ7Z3bYkQqq/J8IoJOGrrR65vpaK5FzGMVU8XpSsUu0Q0Wp3mkZE4K9JYi0z3NQiK80/e98YAoWrlHaDtloxkO2LSI8u3cEZdcS16inE7oaiRdu64SSToBAkqWrFu026udG4JG/bcke3h7ofFeF2/iH7bwldsf5bCZJ31vXb3euO3er1m6Ejee5qJX/JgJ0PpcIhOxmpf5Ocmjddcdzja4N0SPc+buo/FGsakaL6UPLvXbhvHNUNHrl8VU11j2lN2V21eL/xQoUcndWH/ANWem/nwy+wvx49j1O6qXTdfxGp/hdOpq50pqPQrZkhHomhhKYORfaeI4Puqm1h8BF2+EzHmNH0rNTHImQ1Ju65t5TzWLv8AeIL/AHiEl7G1T9CGEkYeah+WsssJNXUtAABr0Tfb/eIL/eIZqPompnnAyF32Nqn6ENjCmlGQGRkKcmmfLWTkY4GMAAkiJA0oOp3neQYMI+Akq1ntT9CGAeM3jPljPLAYUQBJESDse1P0IDCPgMhrDNZzJZLfIu5Gj5qHaZ14y3sGDCQWe0Trx92nvJhspV4yh2m/d6tgp5nk4lsy83EfrKj3tSO+W5VsN/sOtp0QqyVo9Mu+F5cM0siymGnSmwgHYfv/ALa/YJfR0C9ptpknj3NARUlz5rVdYUtsaeX97OuTiP6W2d43Jamz/m9+SDTZFeQ503q593Fplw+AACLWb1o6Y14p5s8GFtSiM3FZ7ogjVlsvkpfI9KG2naOcaDpd6J2e/C5wM7xtqy2BycTnelDX+xt7ss1l84G8GiOTaZIRhhw1bSHrlH7Qp3WenvOXQ0oJXaDMHMS+SLk7URbSIrrwlr1Su5Myt80d/V2N/JxCbXeVxom1Hf1djfycQm17lcaLTdptTdpGqNpvZJLebd8D2Q6mRFtIiwSYZs/9Eqsc+nJNB5VWTs/5vZ3pTgbFjrWrTqD+4tG2gz0FGut85aPklUEcfwv+EEMX3Wgh+73QAeHXukNUF5aKy+u1Q90hqgvLRWX12qNtZ7igPDr3SGqC8tFZfXaoe6Q1QXlorL67VAe4oDw690hqgfLRWX125D3SGqB8tFZfXbkB7igPDr3SGqC8tFZfXaoe6Q1QXlorL67VAe4oDw690hqgvLRWX12qHukNUF5aKy+u1QHuKA8OvdIaoLy0Vl9dqh7pDVBeWisvrtUB7igPDr3SGqC8tFZfXaoe6Q1QXlorL67VAe4oDw690hqgvLRWX12qHukNUF5aKy+u1QKPcUB4de6Q1QPlorL67ch7pDVA+WisvrtyCtHuKA8OvdIaoHy0Vl9duQ90hqgfLRWX125Ae4oDw690hqgfLRWX125D3SGqB8tFZfXbkB7igPDr3SGqB8tFZfXbkPdIaoHy0Vl9duQwPQLqn0czmLCKa0XhbTWsGbn/AHF8PNeRkmUO035vUZt3a1adXn3FrK0GenY1rvnLSEkqujjeF/xRBKsol7UjvO69ZVsJYRmVkrSKYd8L0Zp2zZTDTpTYa/7D77x0JhScC9ptpknr3NDCMP8AtaqrKnDpuW8273EwsypVllNe3v8AdxkLU2d9PZ3ooq2ZTDJ5TzZl3y1EfypRReckEtMQsO036MKjaRTHTRdVNSrKpOWCFO7H3veT0W81WbaldTVVCnTzl6yetXQ0yijnBlpalZqH5Yy3sMhZwzzlQtvNRq95q43TNgUdRLKHab95SM1ITELD8te5UXaw0BUEu9mZdw8edsV26G1NLobvjqkhZjeTN6KVTwLKYab9GiklsnyMZWWq+bmCyb15tCO5qeLytEkcnLZI+kDoUc6xP9LtvygdCi1otadVJJmyZ5l6IfaPMMntPOck9aiP2mTr05bWTvZqIKZXDE02Ca7/ABOhKeeZyJbPfNxH63mKnh9+w3JhD6CrbWfeTzkw2sisyeNOlC3fWzvhaf7J1T+ai7a15WrvfrP7MNlLUrC+JWousFkzad6tWwjqlR1StKy1bTUw0yTzkwwBdsZqsdZddnOs3JhhS7Y1nPmfAAC4RrpqzRXJPGzwb/g5LXiJbPRz5pFcNk2Tz/KYX1cbtpLjo37SX7JrrCy121675y4pVZMazxLl6M0NVWrzGcdtoW/knKBszVbcvkxdGv1VbwAByXI9W+6O/q7G/k4hNr3K40Tajv6uxv5OITa9yuNHRl7Tqy9llrJ3n3JcsuiuB1fYbZZZ9anSUlDVNC/dLMLZaR3THQRwkvajhGlJ46bl87dvY+UDpqh7cKoh6JdUxRsy1atpRxmTcZbGW4r/ALQ838zxX95YUj4dLrkbnCeLcP4XSsvEe2wlPWVvak2WsmU01zNLOMs2bdPXxVUsJL9EqLqWsHtOZu5LJQrqTbNXC7fMt8Ld8LF3XC+iVGFjlX0RmclUzttmnCDn6ZLilRm1rQbQnjvO9kB1mdcNccxlt3xsXF435Ud34OI2lPhpSsvVwK/MXDa1zSRj+w/aCzqHYxMwrWMksu9kfui5SR3Frxo+I2V1pshjaYestbHMq4y2YcOUl0UFkuNSVwuKVS8EPruo6oeyzeaeVm6dSTRvre3cuG2NuG67l/iqhI1HVEw7jXr2tHWZinGZbOctgbt4Xcu6/Ci/MrP3WPqLh3uPi1m72Yp5tU9GvdfY3MLt3O9sFZBfFSS4r+9JDIR1idTvKhhGTzeraVcIN8w4wuPVwtySSxt1wsVLihWStBtCLLZOtMrleT5eNbd1VxfA+FSSVFJKu7QfKC65RmeTcQt8F4Lig5lZ+6fUXDvcUVbGa02PNnrJlmpLMPWzmObuUsZDCwu5Y268b9EMf2JbQfEv5P8AdJtgrrYqqWEkrjbqruSu5fBDLbO7QvKC6/Kctu3csXdeN7kkGzu0LN53sgOvVkvCqq4qXgld1V3X4UOZWfun1Fw73FGobGa0h8y9Zss1GtY9CRcuHDlJHcFUsXFwsb5X9EMVHWV2gzDRs9ZwvKm+Z5S24nCVVSVV3bcktyV3VUZvZrWuUyXZAdcn1u5N3DCwsLFFolUdT60toXZm6yzVvluTdxwlUsL5LdVQ5lae6fUXDvcYSJoOtKky2s0Lms3jtm2+Ut3wlUklf8V0l+lGb7CdoPeULvnvnfLbjsXCSSS3bdeKFKDnqopuI1mhq0yzbo+W+S9kl+iGQd1raC8d517aC6zLVwg5bb24jC4r/NGeZWnun1Fw73EelrN60h2jZ7MwuVzTjW7lKXHqpYuEql3L6UXfYrtB2QuaY1lysk0boOHDdw5SR3FXCwlcXiu6pCTVDaDNzETCMmbzKuYqQQkcxxy2dSSSSSVxfohH3dRVS8ljmXlZnmXLdBsbjLdwSVSVSS/wkhjxln7rH1Fw73FVGxO1vKNnuwt1vrk3FY36IY9WyutGcs5hXsLlXLVvri4zDlJDARxcLFVVV+FEgVtBtC3s97IDrMteTuMtu26pKpcb9KqKUfWtUM3c3NPKm10kpWH1mzMg2x9wSwvC/JDPMrP3WfqLh3uMd2GbTvxYyv5Q5bI91wsLjvCpKistY/U7Ok3NTvGWVctHCH3OzKWNg5VV1iqpY2MluSQrbNa1zee7ILrM+cNsbuuL/mqqirs2tCyjZl2QHW9PNuP3JVLdfC7kqqluoxzK090+ouHe4tGlidoLx3knrJrGb3XcfdGSbI7ili4u5Y3wSoqu7K99tmUNU7WTcuqfXmm7fLYCy+F3LC+FS3VEVlq7tDeb9e2gG647lLZJbjcXFS+S3VXchiWkjNsqhjaoZ1MbWSi8HLOG7biMLig8bB7p9RcO9xm5awep2cs2ZMvum23BvIuW+FuC6qqqWElu267qkr+iGJlrK6nh6h1l3q6c6369b3kksFBkr3VVXuQvI6r61h+R2gO2v92+FVV/zVVRR2R1Rrtr1szPM5fW/k3cPBK+FDxln7p9RcO9xRSsftB121l2MOsz5w5SQ7qql/mpKjHx9H5xo2e53lThdu2bN22Nj4XG/wCaJDs6tCymS7IDr1b5VXjfpVf0owkS7m4dpk4apsr3xybu/hRp3l7TT5Mq0PzFwn80iqlR81TeWezLLK5r/wAoh9bzFTw+/YbkwkM1UZxBN9eJnNNiLLnvb4L/ALYukVmTxp0oWs5ZZ4fNlb/jLS+p/SNP9k6p/NRdpV5aC7a51n9mGy9isL4mai6WRZM2nerVsLapUtUrSk3W01MtMi85MMfHrTTM87DZkVqmKG12cHDcmGyrPWbLY95y65QJtWHzpUUjrVJpnyzKuhIIm1TOO2zJ4y5UJM7ommHnLWTUUY+iaYh9+smQrqmb+qVm3aOcab9GpKZ+49oWS725MNjVDUjKm2m/Ho0e7eZx3ne+RiVK6mdCrDQtSxD2Gl3LN5wjZVHV4ymGmSe71ciVu41k85YyzQzLFuVli30c9IpG74Bm5aipuIaZzSZncNyNIGFZ8jZNRj6mqRlDtPORHwjU8JhpWJ/pdt+UDoUc/tFs5ULZ75wOgBa0VtOjR9e/1scjAFwjP17/AFscjAaPCNOdoS+r4LuPmJmH5E9NsLQB9ZYzhINnlT9NGPkJ6aecse5oWF3vkF3vkGWdz4AANdMAAABWaPHrN3nGZ74FEAo+/Rm9mtT+OjGJdvHrx3nXh75FO73yC73yF8s7XwAAQTZZpWFTM2mSZvRaSMu+l+WvTci160w60xbcptfBtSzf+ry3y5//AETGqxtCzj+r63y5/wD0THL4t2KuJxzrZ1Su8+cLz5xkXcDNNGmfew0m1bdIcNlMH9KMcPIYrR4Cvw1o+6J3HeBqme2Q6A1JNiVmluc7NUbXUxPR0m1Q0X8cUe5TRx0DO5U90RP4Ia1tgs1eWRWmVFQLzRO6MX3sufCuge6JKfoht1grSHe3fjsZYoaXf2QnR09LR4DHw1yPg/4Dp7U0alijrXKAqC1O1CWk4aAjb8sbDSTQuJJLEcqniontfm5xlLJbcbEqQsHqGk3Vj8rJvXSz0kFTjk1iXRVvwjUc9zw0jLh4LtrhF6cMrjMzci4XWtNs1dbk0fS0jIEErhubUy2aNKrt/pajrR6XdaUfJk+xm0g2VRzBpNVVS5hqQ29bibTRzoLatxNqo0yekZj4N4asah6Os+tzkKbpCFaRce1YM1zbtyu21E7v+Q1C3gJqXa5xlDSjpsXfDdsosiMTQVt5tLE9tWCasP6Y0AF5Hw8zMOsnDwrp0482bqLGI4r6Nenw1r0oswFd2g8ZPMk8Z5Zx0dwKAdStK09QyuAdhanDUiWUWo2NdlWvasqCNJsu7Nxpt3LdFBBJsZlibqgd1xFfeYzkXqV9RZVrsoajNUi6eSTriG2jLMF/QkaJDr8nmxl3YeAXc8W5xF1hnwGG3omNw6oXU0Vhqd5VA5V3pScHI6Z6LCYR0T0dsu5KJdzU98toalbM3j13kmTNy6cdHbljGOdLD8UFdMrlT20sEumWnVb3nzhefOLuRjXsO7ycwydNXPR3DbBFJozePXmSZM8y56O3EsVQ/h8SiAvJGHmog7piFdRv5Q2VRFFFHOO8kz23Pxhip/CvoohefOLyQh5mHP7sQrpr+UtlEQSh5l21zjRi6Nr0gm6mD6Qx8RrqhlpH9XkPly/+ig1vHTEzEGeTem2GzrTo180pVg+eMHLds6XvbuMC5Ffc+calHruE50Uy/QOB5pZ0SDZ5U/TRj5CemnnLHuaFhd75Bd75DrZdrc+Csis8aHe0vbCiA18sejNpVrVBf2yC1a1Q74XowvXe8HXe8LbqvrdIqrO3jzlh3iiACOcvn1BlmtVTTPkc06GJAXpUyza1bVO879GJWWzgp3e+QXe+Qzlna+JLDN7MKn8duhhbvfILvfIMm1VdvHrx3nHh74FEAGuwAFx8wXHzAmAFx8wXHzAABcfMFx8wAAXHzBcfMAAFx8wXHzAABcfMFx8wAAXHzBcfMAXnzhtn2wuPmDb5hgff9Eek3UpbEqcqqm6jtZqGKby7qCmCjodJYiNJusTZJVVQryuxblEiv7Q82f8ASHd/U5NVBEWJxM3Rtd6P81p1+bknKW7ZJfDST20+0ke0PumrHnHlY853XRU9qqpesDZ2oWV0a2o2TvRVRbSZLuGSd3dLyuVv94cIasSyunLI7aF4mnC0W0RKR6Uui20S2kNJRVUjTL3r0h0G9s91E7OWcVo61R0g5iz0sc4dCqdyIvwOtRLNH8XXDiy0B3Cvaskth81KScIS/wBznEhx2COJxiX4aw0pR5nj09NNIpP/AKyFk1o72y20um6/ZntRb/Hc/DoHuaqX6Ix2fq+7IDtFZUVbFQDI5NzIrN4Q8ufKEHXJVP0qhJfTDgNNPE0dLb2y4B6EajTVPWbs7HG9n9qNZw0W5plfLMNdXWiRrsy3VI/5XbSu636MuYQ4XWKbZaTJcCnhnhk4fP6LPVbS0ZqeNTdSWp7plxom7mm+UX0udFLdXSv0qpn/APsYutS3oFpahCvNIyK8kKg+zDlPVRWrlbNbVMVCxek4g2f3OhiLgJBLuhe8qriqF71w6B1ONq9m9NajitKMqKsoqOmXRTei3YOHBY6uK23Pc+Hb/wCQ24ryk15LT7NuK7hm4hJ16Ujwz+pDpejLF9TZJ6pSahdcZjKvHJGd2MmimqaWggkR8ViqJF6SGb1N2rVkbcLU42z6vKEhG2k6Jd3DOmGJp4S6SR8JKbfFYu6FdzDW+pE1R9mcfZXJ2B22ONBtEOyW0UHTk7kdJu5vxElT7ltmfpMTuyWI1EVgdeNqkhbZEpaTd6KraOzcik6RY85GoikWFzbqYtay08rVI37WWlPDVtJKa/yejG2j2TxNrvVAdjFRJZmGaQKEu/a9pcktC4k/ixFUjG668kNU3S9W6MRY3ZZQmw2O0EkUCevT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width="602px" alt="quickbooks desktop vs online"/></p>
<p>
<p>Instead of showing clear images of your cash balance, outstanding invoices, and upcoming bills like the QuickBooks Online dash, the desktop version’s dash is a flowing series of connected folders and files. Unless you’re an accountant, the learning curve will likely be a little higher for you than it would with QuickBooks Online. Different software packages include licenses for 1 to 10 users, up to 20 users, up to 30 users, and up to 40 users. The A/P section focuses on vendor management, bill management, bill payments, and other payable-related transactions. A/P features include creating vendors and bills, recording purchase orders and converting them to bills, creating service items, and recording full or partial bill payments. While both QuickBooks Online and Desktop are supported by a large network of independent ProAdvisors, it’s much easier to share your books with your ProAdvisor using QuickBooks Online.</p>
</p>
<p>
<h2>QuickBooks Online VS Desktop: Features</h2>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/7Bkf4Gw3tzc' frameborder='0' alt='quickbooks desktop vs online' allowfullscreen></iframe></div>
</p>
<p>
<p>Each Desktop plan comes with one user; additional licenses cost extra. For $27.50 per month for the first three months, then $55 per month after that, get up to three users, manage and pay bills and track time with its Essentials plan, which is its most popular plan. Upgrade to Plus for $42.50 per month for the first three months, then $85 per month afterward, and you will receive access for up to five users, inventory tracking and the ability to track project profitability. The two versions are independent of each other, which means the data you enter on Desktop doesn’t sync to the Online version and vice-versa. If QuickBooks Online and Desktop are on your list of potential accounting solutions, you may want to also consider some similar alternatives.</p>
</p>
<p>
<p>What stands out most about QuickBooks Online when compared to Desktop is that QBO is cloud-based accounting software. Because of  this, QuickBooks  Online is much easier to use and has many more integrations and time-saving invoicing automations, such as auto-scheduling. While we’re <a href="https://www.adprun.net/top-12-key-business-principles-examples-you-need/">top 12 key business principles examples you need to know</a> on the topic of invoicing, QuickBooks Online has the superior product, offering six invoice templates and multilingual invoicing in six languages.</p>
</p>
<p>
<p>All feedback, positive or negative, helps us to improve the way we help small businesses. This easy-to-use and feature-rich software is ideal if you have no bookkeeping experience and want top-notch customer support. Both QuickBooks Online and QuickBooks Pro and Premier have notoriously poor customer support (QuickBooks Enterprise support has better priority support). The online version of QuickBooks is much easier to use than the desktop version. Even though QB Desktop has more comprehensive features in general, there are some key features that only QuickBooks Online has, such as bookkeeping support.</p>
</p>
<p>
<h2>How We Evaluated QuickBooks Online vs Desktop</h2>
</p>
<p>
<p>Features include mileage tracking, basic reporting, income and expense tracking, capture and organize receipts and estimation of quarterly taxes. If you invoke the guarantee, QuickBooks will conduct a full n evaluation of the Live Bookkeeper’s work. Work from anywhere with the power of the cloud and real-time, secure collaboration. The key difference between QuickBooks Online and QuickBooks Desktop is how the data is stored and hosted — cloud vs. desktop. Meaghan Senn is a writer from North Carolina with experience in B2B, technology and digital marketing topics.</p>
</p>
<p>
<h2>Why QuickBooks Online is a better choice</h2>
</p>
<p>
<ol>
<li>You can send email invites to your accountant from within the software.</li>
<li>Just know that doing so waives your option to get 50% off your QuickBooks Online subscription for your first three months.</li>
<li>QuickBooks Online is cheaper than QuickBooks Desktop if you need multiple users.</li>
</ol>
<p>
<p>However, QuickBooks also provided help bubbles and other guidance throughout the platform when we opened certain features for the first time. Though QuickBooks Desktop is more expensive and can be more confusing to learn, it has its place with large businesses that need advanced accounting. Both QuickBooks Online and QuickBooks Desktop are designed to handle small business&#8217;s bandwidth and needs. Strictly based on ease of use and basic functionality, QuickBooks Online is an easier-to-adopt option that can handle small business accounting needs well. You can (almost) always trust your local access, and QuickBooks Desktop reinforces that by keeping your accounting data on your local drive or network. As I was testing them out, I found QuickBooks Online a lot sleeker, more modern, and easier to navigate than QuickBooks Desktop.</p>
</p>
<p>
<p>The dashboard is super intuitive with large, easy-to-understand charts, and the mobile app is similarly easy to use. The maximum amount of users you can have with a QuickBooks Online subscription is 25 (plus an accountant). If you need more users than that, you can contact QuickBooks Online&#8217;s customer support to see if you can create a custom plan with custom user access. Otherwise, you&#8217;ll need QuickBooks Desktop Enterprise, which supports up to 40 users.</p>
</p>
<p>
<p>Working from the cloud means you need an internet connection, so a poor signal or an intermittent connection can be an issue. Its highest-tiered plan is the Advanced option, which costs $100 per month for the first three months, then $200 per month after that. QuickBooks Online gives small-to-mid-sized businesses the ability to host their accounting on a cloud-based system, allowing for access and collaboration across devices.</p>
</p>
<p><img 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width="609px" alt="quickbooks desktop vs online"/></p>
<p>
<p>The assisted migration offer is eligible to Desktop customers that are migrating their data and setting up QuickBooks Online. Personalized setup is limited to a 1-hour session with a customer success product expert. Intuit reserves the right to limit the number of sessions and the length and scope of each session. Assisted migration results may vary based on business complexity and file size.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/UGeP_VoRqjk' frameborder='0' alt='quickbooks desktop vs online' allowfullscreen></iframe></div></p>
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		<title>Accounting conservatism: A review of the literature</title>
		<link>https://tureco.cndd.ro/accounting-conservatism-a-review-of-the-literature/</link>
		<comments>https://tureco.cndd.ro/accounting-conservatism-a-review-of-the-literature/#comments</comments>
		<pubDate>Mon, 13 Feb 2023 14:54:08 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=126826</guid>
		<description><![CDATA[This approach aims to provide users of financial statements with reliable and transparent information about a company’s financial position and performance. In this article, we delve into the principles, application, and implications of accounting conservatism. Many treat it as a standpoint that issceptical of abstract reasoning in politics, and that… <a href="https://tureco.cndd.ro/accounting-conservatism-a-review-of-the-literature/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://d20ohkaloyme4g.cloudfront.net/img/document_thumbnails/d1f6c2e3f7cdb1124f005f4d585d9d2c/thumb_1200_1553.png" width="459px" alt="conservatism constraint"/></p>
<p>This approach aims to provide users of financial statements with reliable and transparent information about a company’s financial position and performance. In this article, we delve into the principles, application, and implications of accounting conservatism. Many treat it as a standpoint that issceptical of abstract reasoning in politics, and that appeals insteadto living tradition, allowing for the possibility of limited politicalreform. On this view, conservatism is neither dogmatic reaction, northe right-wing radicalism of Margaret Thatcher or contemporaryAmerican “neo-conservatives”. Other commentators, however,contrast this “pragmatic conservatism” with a universalist“rational conservatism” that is not sceptical of reason,and that regards a community with a hierarchy of authority as mostconducive to human well-being (Skorupski 2015).</p>
<h2>Financial Accounting: Introduction, Statements, and Transactions</h2>
<p>The IRS has implemented several rules to mandate the recognition of taxable income in certain circumstances, in order to accelerate the recognition of taxable income. If a transaction does not meet the requirements to be reported, it must be reported in the following period. This will result in the current period being understated and future periods being overstated, making it difficult for an organization to track business operations internally.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://d20ohkaloyme4g.cloudfront.net/img/document_thumbnails/fbb09ad5c404b94a64b4d7dbdb55c602/thumb_1200_1658.png" width="456px" alt="conservatism constraint"/></p>
<h2>Valuation and clean surplus accounting for operating and financial activities</h2>
<div style='text-align:center'><iframe width='565' height='310' src='https://www.youtube.com/embed/5NBw0MhVc74' frameborder='0' alt='conservatism constraint' allowfullscreen></iframe></div>
<p>Accounting conservatism establishes the rules when deciding between two financial reporting alternatives. If an accountant has two solutions to choose from when facing an accounting challenge, the one that yields inferior numbers should be selected. It does not follow that conservatives welcome good new things any lessthan non-conservatives do, Cohen argues. One can admire Byzantineicons partly because of their antiquity, and admire FrankGehry’s architecture partly because of its newness. However,Cohen continues, conservatives can regard modernisation as beneficialoverall, while lamenting what has been lost—admiring a splendidnew building, yet grieving over what it replaced.</p>
<h2>Is the decline in the value relevance of accounting driven by increased conservatism?</h2>
<p>Does cultural or artistic conservatism inCohen’s sense conserve everything in the past, or only what isgood? For the non-relativistic conservative, which I have argued isthe profounder form of conservatism, there has to be some criterion ofvalue in past things, involving in part their participation in aliving tradition. To develop and defend such a criterion is one of themajor challenges facing conservative thinkers, in both political andcultural spheres. Scruton advocates architecture as a vernacular, public art form on anurban scale, in the manner of treatises on urban decorum from theRenaissance onwards, which subordinate the style of the individualbuilding to the whole. Unlike models that achieve this subordinationby conscious planning, Scruton envisages a process akin to theself-ordering of an ideal competitive market.</p>
<ul>
<li>Furthermore, these accounting constraints promote transparency and trust among stakeholders by ensuring accurate and reliable financial reporting practices.</li>
<li>Benjamin Disraeli (1804–81), founder of the essentially Burkean“One Nation” conservatism, was a politician first, writerand thinker second.</li>
<li>Most of the time this means minimizing profits by recording uncertain losses or expenses and not recording uncertain or estimated gains.</li>
<li>Accounting conservatism is a fundamental principle in financial reporting that suggests a cautious approach to recognizing and reporting financial information.</li>
<li>Another situation when you might use conservatism accounting is when you’re valuing inventory.</li>
</ul>
<p>He applies AdamSmith’s metaphor of the invisible hand to the emergence of urbanorder, rejecting the utopian, social revolutionary visions of Gropius,Le Corbusier and other modernists. These writers sharply separatearchitecture and “mere” building in a way opposed toScruton’s vernacularism. A district of London suchas North Kensington, where planning was at best rudimentary, and whichhas few “public spaces” in the planner’s sense, is“eminently public”, <a href="https://accounting-services.net/accounting-conservatism-definition/">conservatism constraint</a> Scruton argues (1994). “Idealism” and “rationalism” tend to be“utopian”, and thus require uniformity and conformity, anddeny individuality and originality, he believes; they do not recognisethat members of society desire different ends. Oakeshott attacks“the ideological style of politics”, which pursues an“abstract idea” blind to the society’s actualarrangements and their moral and emotional“intimations”—“men in a hurry” who wishto plan and mobilise.</p>
<h2>Corporate governance mechanisms and accounting conservatism: evidence from Egypt</h2>
<p>These thinkers are not sceptical conservatives in theBurkean tradition (Skorupski 2015; on Burke’s influence in NorthAmerica, see Deane 2012). Vannatta describes as “pragmaticconservatives” Holmes and Dewey, whose political starting-pointis present experience, customs and tradition (Vannatta 2014). Hegel (1821) argues that in morality and politics, we judge forourselves, but not by ourselves.</p>
<p>These courses provide valuable insights into the principles of financial constraint and equip professionals with practical knowledge, enabling them to navigate the complexities of financial management with confidence and expertise. Since accounting standards and GAAP are always concerned with the usefulness of financial data to financial statement users, you can understand why the FASB doesn’t want financial information to over estimated or error on the high side. GAAP regulations might offer standardization in principle, but there is always room for some interpretation. Auditors tend to be strong believers in conservatism as it applies to reserves, since it results in reduced levels of reported income.</p>
<p>Similarly, conservatism can be applied to the recognition of gains and losses, where losses are generally recognized as soon as possible, while gains are deferred until it is quite certain that they will be realized. For example, a possible loss from a lawsuit must be reported as a contingent loss, while a possible gain from a lawsuit cannot be reported until a favorable lawsuit ruling has been issued and the related cash has been received. An accounting constraint is a limitation or guideline that shapes how financial information is reported. These constraints ensure the accuracy, reliability, and comparability of financial statements. This persistent adherence to consistency and comparability remains immovable, even in the face of financial constraints, highlighting the flexibility and stability of accounting constraints in guiding financial management practices. This example highlights the principle of materiality, emphasising the importance of prioritising essential financial information over trivial discrepancies, and achieving the theory of constraint accounting.</p>
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		<title>What Does an Accountant Do? Roles, Skills, Qualifications</title>
		<link>https://tureco.cndd.ro/what-does-an-accountant-do-roles-skills/</link>
		<comments>https://tureco.cndd.ro/what-does-an-accountant-do-roles-skills/#comments</comments>
		<pubDate>Tue, 28 Dec 2021 15:28:37 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=117675</guid>
		<description><![CDATA[This information allows businesses to take proactive measures to manage their cash flow effectively and make adjustments if necessary. Lightweight and simple, yet flexible and functional, FreshBooks is one of the most preferred professional services accounting software options for accountants working at all scopes. Your advisor/accountant meets with you regularly… <a href="https://tureco.cndd.ro/what-does-an-accountant-do-roles-skills/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/shutterstock_2589819-1-400x300.jpg" width="253px" alt="how can an accountant help me"/></p>
<p>This information allows businesses to take proactive measures to manage their cash flow effectively and make adjustments if necessary. Lightweight and simple, yet flexible and functional, FreshBooks is one of the most preferred professional services accounting software options for accountants working at all scopes. Your advisor/accountant meets with you regularly to discuss financials and offer insight into your data via reports on budgeting and tax planning/minimization. She or he will also help you track and analyze revenue and profit, general and payroll expenses, credit card fees, cash flow, and industry-specific Key Performance Indicators (KPIs). Because ongoing analysis is critical to the long-term success and sustainability of your business, these regular meetings help keep your business goals on track. Furthermore, by understanding a business’s goals, an accountant can provide more targeted and valuable financial advice.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/Loan-Amortization-Schedule-1-300x173.png" width="253px" alt="how can an accountant help me"/></p>
<h2>How long have you been a CPA?</h2>
<p>A personal accountant is a valuable asset in managing individual finances,  offering expertise in areas like tax planning, budgeting, investment advising, and financial planning. A personal accountant is a finance professional specializing in handling individual clients&#8217; finances rather than business entities. Their role involves managing various aspects of personal finance such as tax planning, budgeting, investment advising, and financial planning. Managing costs, cash flow, invoices, vendors, and payroll are all critical components of running a company. Furthermore, their experience working with businesses in your industry or facing similar challenges can prove invaluable in finding effective solutions and strategies.</p>
<h2>Hire a part-time accountant for your business</h2>
<p>They ensure that financial transactions are correctly recorded and classified in the company&#8217;s books, providing a clear financial picture for stakeholders. An accountant is a critical cog in the financial machinery of any business, small or large. If your current accountant is going through the motions, you’ll be amazed at the difference a top accountant can make. They can bring a tonne of extra capability and insight into your business.</p>
<ul>
<li>If you’re trying to pick between a financial advisor and an accountant, though, here’s a look at the key differences.</li>
<li>Understand the costs involved and weigh them against the potential benefits.</li>
<li>Do you want to develop or hone your financial accounting skills?</li>
<li>Overall, accountants bring their expertise in cash flow management, financial forecasting, and budget creation to support business growth and expansion.</li>
<li>But instead of rushing in, take the time to learn how to start a small business the right way with the help of a CPA.</li>
</ul>
<h2>Types of Accounting Services Available to Businesses</h2>
<p>One of an accountant’s key contributions is the ability to assist in strategic financial planning. By working closely with business owners, accountants help establish financial goals and objectives that align with the overall business objectives. They analyze the company’s financial situation, industry trends, and market conditions to develop comprehensive financial plans that drive growth and sustainability. Financial management <a href="https://www.bookstime.com/articles/how-an-accountant-can-help-your-business">how an accountant can help a business succeed</a> plays a pivotal role in the success of any business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_413855248-300x200.jpg" width="251px" alt="how can an accountant help me"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/reasons-why-paperless-invoicing-will-change-business-min-300x210.jpg" width="252px" alt="how can an accountant help me"/></p>
<p>With the guidance of knowledgeable <a href="https://www.facebook.com/BooksTimeInc">https://www.facebook.com/BooksTimeInc</a> accountants, businesses can maximize their tax benefits.  One key area where accountants excel is in optimizing income distribution. They analyze the business’s financial situation and recommend the most tax-efficient ways to distribute income among owners and shareholders.</p>
<ul>
<li>The views expressed on this blog are those of the blog authors, and not necessarily those of ADP.</li>
<li>Accounting professionals also help identify key performance indicators (KPIs) that reflect the company’s financial performance, such as profitability, liquidity, and solvency.</li>
<li>However, there are drawbacks as well, such as the cost of services, dependence on the accountant&#8217;s expertise and integrity, and the potential for human errors.</li>
<li>Understanding the role, benefits, challenges, and qualifications of a personal accountant empowers individuals to make informed decisions about managing their finances.</li>
<li>Many profitable businesses fail because they run out of money at the wrong time and can’t afford to pay suppliers or staff.</li>
<li>Our content, created by leading finance and industry experts, is reviewed by a team of seasoned editors to ensure compliance with the highest standards in reporting and publishing.</li>
<li>This involves understanding the terms of service, including the scope of work, the fee structure, and the schedule for reporting and communication.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_1242116074-min-300x169.jpg" width="258px" alt="how can an accountant help me"/></p>
<p>By using their knowledge of financial forecasting techniques and software, accountants can provide businesses with reliable and realistic projections. An accountant’s first task in this regard is to conduct a thorough risk assessment. They identify and evaluate potential risks, including operational, financial, and strategic risks and provide recommendations to enhance internal processes and improve financial operations.</p>
<div style='text-align:center'><iframe width='568' height='319' src='https://www.youtube.com/embed/_pTU4gwmcMs' frameborder='0' alt='how can an accountant help me' allowfullscreen></iframe></div>
<p>Before you visit a bank to open an account, it’s best to consider your financial needs first. Look at how many <a href="https://www.google.com/search?hl=en&amp;gl=US&amp;biw=1629&amp;bih=845&amp;ei=oM8SYJCNN8WWjgaDlYq4Aw&amp;q=recording+transactions">recording transactions</a> monthly transactions you will have and compare that with what the bank will charge you. If you’re a small business with few deposits or expenses, considering an account that charges you per transaction may be worth considering. A Certified Public Accountant (CPA) will have more extensive training than a regular accountant.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/46929994-861a-4e02-bdf7-8a8c08d43fc3-300x200.webp" width="251px" alt="how can an accountant help me"/></p>
<h2>Make your business zing with efficiency</h2>
<p>Traditional methods of finding an accountant include leveraging personal referrals and seeking recommendations from local business directories or associations. Word-of-mouth referrals can be particularly beneficial as they provide firsthand reviews of the accountant&#8217;s services. They operate on an in-depth understanding of their client&#8217;s financial situations, goals, and concerns, enabling them to provide personalized advice and strategic financial solutions. Our team of reviewers are established professionals with decades of experience in areas of personal finance and hold many advanced degrees and certifications. 11 Financial is a registered investment adviser located in Lufkin, Texas. 11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements.</p>
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		<title>How To Cancel Payroll In Quickbooks</title>
		<link>https://tureco.cndd.ro/how-to-cancel-payroll-in-quickbooks/</link>
		<comments>https://tureco.cndd.ro/how-to-cancel-payroll-in-quickbooks/#comments</comments>
		<pubDate>Fri, 05 Nov 2021 12:49:33 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=93182</guid>
		<description><![CDATA[Now that we understand the various reasons why you might need to cancel payroll in QuickBooks, let’s move on to the step-by-step guide to help you navigate this process seamlessly and efficiently. You will continue to access copies of your payroll tax returns online through the Canceled Client Payroll Tax… <a href="https://tureco.cndd.ro/how-to-cancel-payroll-in-quickbooks/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/how-to-prepare-an-income-statement-aa9d.jpg" width="209px" alt="cancel payroll quickbooks"/></p>
<p>Now that we understand the various reasons why you might need to cancel payroll in QuickBooks, let’s move on to the step-by-step guide to help you navigate this process seamlessly and efficiently. You will continue to access copies of your payroll tax returns online through the Canceled Client Payroll Tax Center until 12 months from the date of cancelation of the subscription. You&#8217;ll have access to your payroll data until one year after the date your subscription was canceled. Through your company fileThe best way to cancel your payroll service is directly in your QuickBooks Desktop company file. To cancel the payroll subscription, navigate to the QuickBooks Online Accountant or Company tab and click on the ‘Billing &amp; Subscription’ section. Then, select the ‘Cancel Service’ option next to the payroll subscription.</p>
<h2>Reverse the payroll liabilities</h2>
<p>By removing direct deposit paychecks, you ensure that these payments are no longer considered valid and will not be processed by the banking system. This prevents any incorrect <a href="https://www.simple-accounting.org/adjusted-balance-definition/">what does adjusted balance mean</a> funds from being transferred to employees’ bank accounts, avoiding potential complications or confusion. The first step in cancelling payroll in QuickBooks is to review your payroll liabilities. Payroll liabilities include any outstanding amounts owed to employees, tax authorities, or other entities.</p>
<h2>Cancel your QuickBooks Payments subscription</h2>
<p>By completing this step, you prevent any incorrect or unauthorized payments from being processed and maintain accurate financial information. By deleting saved paychecks, you ensure that these unissued payments are no longer considered valid and will not be included in your payroll records. This helps maintain accurate financial information and prevents any incorrect calculations or reporting. By cancelling scheduled direct deposits, you ensure that funds will not  be transferred to employees’ bank accounts as originally planned. This helps avoid any confusion, inconvenience, or potential financial discrepancies that may arise from incorrect payment processing.</p>
<p>Remember to consult with a qualified accountant or financial advisor before making any significant changes to your payroll. It is important to ensure compliance with tax regulations and maintain accuracy in your financial records. When reversing payroll liabilities, it’s important to double-check the information entered and ensure that the adjustments are accurate. Any discrepancies or errors in the reversal process can lead to incorrect financial reporting and may necessitate further adjustments.</p>
<p>By informing them about the cancellation, you provide transparency and clarity regarding any changes in their pay and ensure that they understand the reasons and implications of the cancellation process. Once you have reviewed your payroll liabilities and ensured their accuracy, you can proceed to the next step in cancelling payroll in QuickBooks. Once <a href="https://www.adprun.net/responsibility-center-definition/">responsibility center definition</a> your cancelation is complete, follow these steps to remove the QuickBooks Desktop Payroll Assisted service from your QuickBooks Desktop company file.</p>
<ol>
<li>The next scheduled payroll will be based on the new period dates you just entered.</li>
<li>When I did the payroll on the older QBW file I added an employee from memory but the EDIT fields are not the same.</li>
<li>By providing clear and timely communication, you can alleviate any potential anxiety and foster a positive work environment.</li>
<li>Removing direct deposit paychecks, if applicable, is an essential step in the process of cancelling payroll in QuickBooks.</li>
<li>Informing your employees about the cancellation of payroll in QuickBooks is an important step in the process.</li>
<li>Once logged into your QuickBooks account, navigate to the ‘Billing &#038; Subscription’ section to locate the payroll subscription settings.</li>
</ol>
<h2>Cancel your QuickBooks Online subscription or trial</h2>
<p>Regardless of the reason, it’s crucial to identify the need to cancel payroll promptly. Rectifying payroll errors or making necessary adjustments in a timely manner helps maintain accuracy, compliance, and employee trust. The central step in deleting payroll within QuickBooks involves accessing the payroll management section and initiating the deletion process, ensuring accuracy and compliance with  payroll regulations. Once logged into your QuickBooks account, navigate to the ‘Billing &amp; Subscription’ section to locate the payroll subscription settings. It’s important to review any pending payroll runs or tax filings before initiating the cancellation to ensure all necessary tasks are completed. It serves as a valuable resource for accounting purposes, internal auditing, and future reference if needed.</p>
<h2>Your projects are processes,</h2>
<p>Taking the time to review your payroll liabilities provides a solid foundation for the rest of the cancellation process. By following these step-by-step instructions, you can effectively cancel payroll in QuickBooks and ensure accurate financial records for your business. Before we delve into the detailed steps, it’s important to note that cancelling payroll in QuickBooks should be approached with caution. Any changes made to employee paychecks or tax calculations can have significant implications on your business’s financial records. It is recommended to consult with a qualified accountant or financial advisor before making any drastic changes to your payroll.</p>
<p><img src="https://www.online-accounting.net/wp-content/uploads/2020/10/image-3k2NFBqyKpIwZQd7.png" width="203px" alt="cancel payroll quickbooks"/></p>
<p>I&#8217;ll share insight on your query about deleting a scheduled payroll in your QuickBooks Online (QBO) company. Be advised, this option&nbsp;becomes available if there&#8217;s no employee assigned to the schedule you wish to delete. Transparency and effective communication with your employees are key during this process. Clearly explaining the reasons for the cancellation, the impact on employees’ pay, and the steps being taken to rectify <a href="https://www.quick-bookkeeping.net/how-to-get-an-ein-business-tax-identification/">how to get an ein business tax identification number</a> any errors or changes help maintain trust and minimize confusion. It’s crucial to ensure that this step is completed to avoid any future billing or transactions related to the payroll service.</p>
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		<title>5 Essential Cash Flow Tips for Nonprofits: Boost Financial Stability</title>
		<link>https://tureco.cndd.ro/5-essential-cash-flow-tips-for-nonprofits-boost/</link>
		<comments>https://tureco.cndd.ro/5-essential-cash-flow-tips-for-nonprofits-boost/#comments</comments>
		<pubDate>Tue, 05 Oct 2021 10:05:06 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=68165</guid>
		<description><![CDATA[Enter project expenses in the same month-by-month columns to compare total expenses to total revenue. The best way to determine nonprofit income for a budget is to review the organization’s financial statements from the previous year. This will give you an idea of how much money the organization brings in… <a href="https://tureco.cndd.ro/5-essential-cash-flow-tips-for-nonprofits-boost/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/noncumulative-preferred-stock-1.jpg" width="257px" alt="Budgeting for Nonprofits"/></p>
<p>Enter project expenses in the same month-by-month columns to compare total expenses to total revenue. The best way to determine nonprofit income for a budget is to review the organization’s financial statements from the previous year. This will give you an idea of how much money the organization brings in from donations, grants, and other sources of revenue. After the organization’s income and expenses have been estimated, the next step is to create a budget that allocates the organization’s resources in a way that supports its financial goals and objectives.</p>
<h2>How to find grants for nonprofits: Tips for making it easier</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/4892413961-300x200.jpg" width="250px" alt="Budgeting for Nonprofits"/></p>
<p>Our team of experts offers free consultations and resources to help your organization create a successful marketing plan. A nonprofit budget is a financial document used to plan how an organization will spend its <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> money. It encompasses both your expenses and expected revenue for a set period of time. A nonprofit budget is an important financial document that helps organizations allocate expenses and predict revenue.</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/67lunjg6kjI' frameborder='0' alt='Budgeting for Nonprofits' allowfullscreen></iframe></div>
<h2>Making a Budget that Works for You</h2>
<p>Use the same categories in your budget to easily generate financial reports to funders and others. If you’re creating a budget for the first time, create as reasonable a list as possible of expenses. Then, assess your best and worst-case scenarios for generating funding. Monitoring your revenue and expenses should ideally become a part of your nonprofit’s organizational culture, something everyone is aware of and contributes to.</p>
<ul>
<li>Software designed for nonprofits and churches with fund accounting, donor management, giving tracking, reporting, and more.</li>
<li>In this guide, we’ll provide five tips to help you manage your nonprofit’s cash flow and keep your organization afloat.</li>
<li>The review should include verifying that the budget is able to meet program and organizational goals.</li>
<li>Some nonprofits identify every activity or grant as a separate program while others combine many activities under the umbrella term.</li>
<li>A cash flow budget is focused on covering big expenses like capital projects or payroll work.</li>
<li>The cost of return envelopes to be included in a fundraising mailing would be assigned directly to fundraising.</li>
<li>Consider who’s available to give you the most useful insight—is there an experienced head of finance supporting you, or a treasurer?</li>
</ul>
<h2>Nonprofit Budget Best Practices for Sound Financial Management</h2>
<p>There  are different types of budgets intended for specific purposes, departments, or focused periods. Use this as a guide to ensure your financial activities contribute to your organization’s financial sustainability and long-term impact. Best practices for nonprofit budgeting will cover most of the bases of responsible financial management.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/05/focus-on-work-you-love-probooks-ny-300x200.png" width="257px" alt="Budgeting for Nonprofits"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/add82a9d50.jpg" width="254px" alt="Budgeting for Nonprofits"/></p>
<p>The better relationships you build early on, the easier things will be in coming years. One tip for goal-setting is to look beyond what you want for this year. Annual goals are absolutely necessary, but open yourself up to what could be possible five years from now. You’ll thank yourself later for having worked towards a long-term plan from the start. When teams have clarity into the work getting done, there’s no telling how much more they can accomplish in the same amount of time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/37cf3f0fad.jpg" width="255px" alt="Budgeting for Nonprofits"/></p>
<p>The two primary components of a budget are income and revenue, and many subcategories fall under the umbrella of each. However, if you feel that it is more important to have a budget that is easier to create and that reflects past spending patterns, you may want to use a historical budget. However, it can also lead to a lack of transparency and accountability, as well as to a feeling that the budget is not truly reflective of the organization’s needs. It can also help to identify areas where the organization may have been overspending or under-earning, which can then be addressed in the budget. To learn more, contact your Warren Averett advisor directly, or ask a member of our team to reach out to you to start the conversation. This document should serve as a helpful reference as you build the budget itself to keep you on course.</p>
<ul>
<li>In order for nonprofits to determine how much money they require to operate, they need an accurate way to account for all income and costs.</li>
<li>Budgeting allows boards to put limits on certain expenses as necessary and work to increase income sources early when it looks like there may be a shortfall.</li>
<li>The budget lists all of those sources and provides an indication of the amounts the board can expect to come in from each source.</li>
<li>Report on key metrics and get real-time visibility into work as it happens with roll-up reports, dashboards, and automated workflows built to keep your team connected and informed.</li>
</ul>
<div style='text-align:center'><iframe width='565' height='319' src='https://www.youtube.com/embed/oE5u0IIgyMY' frameborder='0' alt='Budgeting for Nonprofits' allowfullscreen></iframe></div>
<p>For this reason we wait until after all the direct allocations are completed before we turn to allocating the indirect costs. The two most common methods for allocating indirect costs to programs are percentage of total direct costs and percentage of FTE. The process begins with the decision of which activities at your organization comprise a program for the purpose of budgets and financial reports.</p>
<p>The closer to accurate you can get documenting your expenses, the easier it’ll be to stick to your budget. One key to writing strong grant applications is being clear about how you’ll use the funding you’re requesting. To learn more about annual business budget templates, that can be used across different organizations, see “Free  Annual Business Budget Templates”. Formal Changes to a BudgetKeep in mind there are certain things that will constitute a formal budget update (e.g. a new program, or a program elimination).</p>
<h2>#4 Create the Budget</h2>
<p>Many nonprofits also use a budgeting technique called cost-benefit analysis. This is an easy way for nonprofits to figure out what will work best for them based on the value it provides and whether or not the costs are worth it. The budget <a href="https://www.bookstime.com/blog/budgeting-for-nonprofits">Budgeting for Nonprofits</a> should be maintained using cash flow forecasting, forecasting revenue and expense, and analyzing expenditures’ effectiveness. The budget should also include an analysis of all short-term, medium-term, and long-term financial forecasts.</p>
<ul>
<li>A capital budget is a long-term financial plan that covers major investments and projects needed to strengthen your organization over time to sustain its growth.</li>
<li>Then, assess your best and worst-case scenarios for generating funding.</li>
<li>The expense budget requires an understanding of your nonprofit’s true needs and strategic direction.</li>
<li>This template allows organizations to clearly outline and monitor annual financial resources and allocations, ensuring that all funding aligns with their operational and programmatic goals.</li>
</ul>
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		<title>Online Accounting Software Small Business Accounting</title>
		<link>https://tureco.cndd.ro/online-accounting-software-small-business/</link>
		<comments>https://tureco.cndd.ro/online-accounting-software-small-business/#comments</comments>
		<pubDate>Thu, 30 Sep 2021 10:05:39 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=92028</guid>
		<description><![CDATA[Here is a list of our partners and here&#8217;s how we make money. We also have online articles, videos and business checking account training available. To get the best possible experience please use the latest version of Chrome, Firefox, Safari, or Microsoft Edge to view this website. The Xero Accounting… <a href="https://tureco.cndd.ro/online-accounting-software-small-business/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.online-accounting.net/wp-content/uploads/2020/10/image-WSOnDoa3yFwXEq1K.png" width="207px" alt="accounting xero"/></p>
<p>Here is a list of our partners and here&#8217;s how we make money. We also have online articles, videos and <a href="https://www.quickbooks-payroll.org/business-checking-account/">business checking account</a> training available. To get the best possible experience please use the latest version of Chrome, Firefox, Safari, or Microsoft Edge to view this website. The Xero Accounting app is included as part of your Xero subscription and free to download. Instead, customers can visit the Xero Central support site or raise a case online.</p>
<p>We believe everyone should be able to make financial decisions with confidence. Get to know your finances with accurate, daily figures when you’re accounting online with Xero. Keep your practice a step ahead with Xero accounting software. An accountant or bookkeeper can be useful set of hands to help with the accounting heavy lifting.</p>
<h2>Is Xero easier to use than Sage?</h2>
<p>The best accounting software received top marks when evaluated across 10 categories and more than 30 subcategories. Learn more about how we rate small-business accounting software. In the Early plan, the least expensive subscription, you can send up to 20 invoices and schedule up to five bill payments only. That can be  limiting, even for freelancers and sole proprietors. For unlimited invoicing and bill-paying capacity, you&#8217;ll need to upgrade to the Growing plan. For example, you can give all employees the ability to send quotes and invoices, allow some to enter expenses and limit who can see the company’s complete financial picture.</p>
<h2>Unlimited users</h2>
<p>To keep things organized, Xero logs every action users make and compiles the history of every transaction. Has robust reporting tools and report customization options, basic inventory tracking in all plans and a capable mobile app; Early plan limits the number of invoices and bills. While Xero’s plans start at a cheaper price,&nbsp;QuickBooks offers more features across its plans.</p>
<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/asset-turnover-ratio-definition-16a7.jpg" width="209px" alt="accounting xero"/></p>
<p>Xero offers pricing plans to suit businesses of different sizes and stages. In addition, Xero accounting and <a href="https://www.quick-bookkeeping.net/accounting-for-consigned-goods-accounting-guide/">accounting for consigned goods accounting guide</a> bookkeeping partners can offer bare-bones plans for businesses that need only the basics. We’re upfront about pricing, and provide full details of our pricing plans and optional extras. For Payroll with Gusto (US), pricing is based on the number of users who are paid each month. Run your business from anywhere with Xero’s easy accounting app. Keep track of your unpaid and overdue invoices, bank account balances, profit and loss, cash flow and bills to pay.</p>
<h2>Save yourself hours with Xero accounting software</h2>
<p>A representative typically responds to a case within a few hours. Reports also are customizable, with adjustable formatting and the option to <a href="https://www.online-accounting.net/cash-flow-from-financing-activities-cash-flow-from/">cash flow from financing activities</a> add your own formulas and groupings. For instance, you can drag and drop certain expense categories into a single subgroup — an “office expenses” subgroup could include office equipment, supplies and utilities. And if you don’t like how the dashboard looks, you can reorganize panels and hide the ones that aren’t useful. Plans are affordable, starting at $13 per month, but no free plan. Give your team access to Xero’s software and invite your advisor to collaborate.</p>
<p>Xero and Sage are two excellent accounting options for small businesses looking to get their finances in order. Both made our list of the best accounting software because of their invoicing capabilities and bank transaction reconciliation. We compare Xero vs. Sage so you can decide on the perfect accounting solution for your needs. The Xero Accounting app provides all existing Xero users with real-time access to business information and the ability to manage financial transactions from a mobile device. Use the Xero accounting and bookkeeping app to create and send online invoices in seconds to help maintain a  steady flow of cash into the business.</p>
<ol>
<li>Xero’s online accounting software is designed to make life easier for small businesses – anywhere, any time.</li>
<li>Keep in mind that these services charge a fee to process payments (usually around 2.9% plus 25 cents per transaction, though this varies by the payment processor).</li>
<li>For Payroll with Gusto (US), pricing is based on the number of users who are paid each month.</li>
<li>The Xero Accounting app provides all existing Xero users with real-time access to business information and the ability to manage financial transactions from a mobile device.</li>
<li>Xero lets new customers sign up for a 30-day free trial to test out its features.</li>
</ol>
<p>If using multiple currencies is a priority to you, consider other platforms that offer this capability at a lower cost. Zoho, for example, is accounting software with a free invoice platform that allows you to bill in multiple currencies. Xero’s online accounting software is designed to make life easier for small businesses – anywhere, any time. Log in anytime, from anywhere, to send invoices, pay bills, and manage your cash flow. Payroll is just one of the many other products Sage offers as well. For example, if you’re also looking for an HR management solution, Sage HR integrates seamlessly so you can manage your workforce.</p>
<p>Today’s leading accounting platforms offer standard security features like data encryption, secure credential tokenization and more. While human error will always play some role in security breaches, you can be confident in your accounting platform when it comes to keeping your information safe. All pricing plans cover the accounting essentials, with room to grow. Currently, Sage Accounting has 41 apps you can add to the software through the Sage Marketplace.</p>
<p>All three of these offer the ability to scale their accounting for larger businesses and both Xero and QuickBooks offer specific training for accountants. These companies offer Gusto integration for the same price—$40 per month and $6 per month per person. On the other hand, FreshBooks may be a better fit for freelancers and solopreneurs, as the capabilities are easier to navigate.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>What Is Accounting Rate of Return ARR?</title>
		<link>https://tureco.cndd.ro/what-is-accounting-rate-of-return-arr/</link>
		<comments>https://tureco.cndd.ro/what-is-accounting-rate-of-return-arr/#comments</comments>
		<pubDate>Tue, 21 Sep 2021 10:47:57 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=94972</guid>
		<description><![CDATA[The required rate of return (RRR), or the&#160;hurdle rate, is the minimum return an investor would accept for an investment or project that compensates them for a given level of risk. It is calculated using the dividend discount model, which accounts how do i create a new category or subcategory… <a href="https://tureco.cndd.ro/what-is-accounting-rate-of-return-arr/" class="read-more-link">read more &#8594;</a>]]></description>
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" width="200px" alt="arr formula"/></p>
<p>
<p>The required rate of return (RRR), or the&nbsp;hurdle rate, is the minimum return an investor would accept for an investment or project that compensates them for a given level of risk. It is calculated using the dividend discount model, which accounts <a href="https://www.bookkeeping-reviews.com/how-do-i-create-a-new-category-or-subcategory/">how do i create a new category or subcategory</a> for stock price changes, or the capital asset pricing model, which compares returns to the market. The accounting rate of return (ARR)  formula divides an asset&#8217;s average revenue by the company&#8217;s initial investment to derive the ratio or return generated from the net income of the proposed capital investment. Since ARR is based solely on accounting profits, ignoring the time value of money, it may not accurately project a particular investment’s true profitability or actual economic value.</p>
</p>
<p>
<h2>Limitations to Accounting Rate of Return</h2>
</p>
<p>
<ol>
<li>However, the formula does not consider the cash flows of an investment or project or the overall timeline of return, which determines the entire value of an investment or project.</li>
<li>For example, if the minimum required return of a project is 12% and ARR is 9%, a manager will know not to proceed with the project.</li>
<li>The formula to compute the ARR multiple divides a SaaS company’s implied valuation by its annual recurring revenue (ARR).</li>
<li>Access and download collection of free Templates to help power your productivity and performance.</li>
</ol>
<p>
<p>Accounting Rate of Return,&nbsp;shortly referred to as ARR, is the percentage of&nbsp;average accounting profit earned from an investment&nbsp;in comparison with&nbsp;the average accounting value of investment&nbsp;over the period. Accounting Rate of Return formula is used in capital budgeting projects and can be used to filter out when there are multiple projects, and only one or a few can be selected. They are now looking for new investments in some new techniques to replace its current malfunctioning one.</p>
</p>
<p><img 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" width="208px" alt="arr formula"/></p>
<p>
<p>There will be net inflows of $20,000 for the first two years, $10,000 in years three and four, and $30,000 in year five. If the ARR is less than the required rate of return, the project should be rejected. If you’re making long-term investments, it’s important that you have a healthy cash flow to deal with any unforeseen events. In order to properly calculate the metric, one-time fees such as set-up fees, professional service (or consulting) fees, and installation costs must be excluded, since they are one-time/non-recurring.</p>
</p>
<p>
<h2>What is Accounting Rate of Return (ARR)?</h2>
</p>
<p>
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</p>
<p>
<p>However, in the general sense, what would constitute a “good” rate of return varies between investors, may differ according to individual circumstances, and may also differ according to investment goals. The Accounting Rate of Return is the overall return on investment for an asset over a certain time period. Further management uses a guideline such as if the accounting rate of return is  more significant than their required quality, then the project might be accepted else not. We are given annual revenue, which is $900,000, but we need to work out yearly expenses. XYZ Company is considering investing in a project that requires an <a href="https://accounting-services.net/quicken-estate-and-trust-fiduciary-accounting/">fiduciary accounting software quickbooks</a> initial investment of $100,000 for some machinery.</p>
</p>
<p>
<h2>What is the Accounting Rate of Return used for?</h2>
</p>
<p>
<p>The Accounting Rate of Return formula is straight-forward, making it easily accessible for all finance professionals. It is computed simply by dividing the average annual profit gained from an investment by the initial cost of the investment and expressing the result in percentage. The ARR is the annual percentage return from an investment based on its initial outlay.</p>
</p>
<p>
<h2>Accounting Rate of Return Formula &amp; Calculation (Step by Step)</h2>
</p>
<p>
<p>For example, a risk-averse investor requires a higher rate of return to compensate for any risk from the investment. Investors and businesses may use multiple financial metrics like ARR and RRR to determine if an investment would be worthwhile based on risk tolerance. For example, if your business needs to decide whether to continue with a particular investment, whether it’s a project or an acquisition, an ARR calculation can help to determine whether going ahead is the right move.</p>
</p>
<p>
<p>Since we now have all the necessary inputs for our annual recurring revenue (ARR) roll-forward schedule, we can calculate the new net ARR for both months. Suppose we’re projecting the annual recurring revenue (ARR) of a SaaS company that ended December 2021 with $4 million in ARR. The monthly recurring revenue (MRR) and annual recurring revenue (ARR) are two of the most common metrics to measure recurring revenue in the SaaS industry. There are a total of six components to annual recurring revenue (ARR), which must be analyzed to truly understand the underlying growth drivers and customer engagement rates. ARR illustrates the impact of a proposed investment on the accounting profitability which is the primary means through which stakeholders assess the performance of an enterprise.</p></p>
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