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	<title>Bookkeeping &#8211; Hygiency Startup Templates</title>
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	<title>Bookkeeping &#8211; Hygiency Startup Templates</title>
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		<title>What is the Difference Between Single Entry and Double-Entry Bookkeeping?</title>
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		<pubDate>Tue, 28 Feb 2023 12:49:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Two entries are made for each transaction – a debit in one account and a credit in another. Single-entry bookkeeping is probably only going to work for you if your...]]></description>
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" width="251px" alt="single entry bookeeping"/></p>
<p><p>Two entries are made for each transaction – a debit in one account and a credit in another. Single-entry bookkeeping is probably only going to work for you if your business is very small and simple, with a low volume of activity. You keep a record of transactions like cash, tax-deductible expenses, and taxable income when you use single-entry bookkeeping. Then your accountant will enter your totals into a double entry bookkeeping system and produce a balance sheet.</p>
</p>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/NcMY2sf-sqM' frameborder='0' alt='single entry bookeeping' allowfullscreen></iframe></div>
<p><p>For small businesses, the single-entry bookkeeping system is preferred for convenience. For other types of businesses, the double-entry method may make more sense. Double entry bookkeeping systems record <a href="https://sarahfinadesigns.com/tag/business/">https://sarahfinadesigns.com/tag/business/</a> transactions in two columns and each transaction is also recorded in a corresponding journal. The advantage of double entry bookkeeping is that it allows for accurate financial tracking and analysis.</p>
</p>
<p><h2>You&#8217;re All Set</h2>
</p>
<p><p>Overhauling all at once can be overwhelming and discouraging, so it’s best to take it slow and make meaningful and intentional shifts. Excel spreadsheets aren’t up  to the task of creating a proper Cash  Flow Statement that you can present to investors. <a href="http://pesenka.net/view.php?id=1389">http://pesenka.net/view.php?id=1389</a> However, for your own personal planning, you can still plan your cash flow month by month in a simple spreadsheet. The Chart of Accounts includes an account for “Gas &amp; Auto.” But if you don’t drive for work, you don’t need this row—so you can delete it.</p>
</p>
<p><p>You’ll have a summary of income and expenses, which can help you calculate your net profit. However, it won’t provide the level of detail and accuracy that double-entry bookkeeping can offer. However, for a smaller number <a href="http://perekati-pole.net/info/mongolia_information?jot6577e246=delete&amp;jid6577e246=938">http://perekati-pole.net/info/mongolia_information?jot6577e246=delete&amp;jid6577e246=938</a> of transactions, this method can work properly. Are you confused about whether to use single entry bookkeeping or double entry bookkeeping method? If yes then you need to know more about these methods in more detail here.</p>
</p>
<p><h2>The Chart of Accounts</h2>
</p>
<p><p>The single-entry system doesn’t have this failsafe, so errors can be carried forward and compounded without anyone noticing. Bookkeeping is an essential part of running your business, but it can also be one of the most labor-intensive aspects of business transactions. Small business owners need to understand this topic to ensure their company’s financial status and security are protected for the long term.</p>
</p>
<p><p>Although this is seen as one of the disadvantages of single entry bookkeeping, this type of bookkeeping can save time and reduce the risk of errors, which can be costly. Though double-entry is more difficult than the single-entry system of bookkeeping, the method offers benefits to small business owners. It reduces the chance of making an error because you must balance the entries. With double-entry bookkeeping, you record two entries for every business transaction. The first entry in the cash book should be the cash balance at the beginning of the accounting period.</p>
</p>
<p><h2>What are the key components of single-entry bookkeeping?</h2>
</p>
<p><p>Single-entry bookkeeping is straightforward and easy to understand, making it suitable for individuals and very small businesses. This example demonstrates how the single-entry system provides a straightforward view of cash inflows and outflows in a business. In the single-entry accounting system, only cash transactions are recorded. Thus, transaction 5 (Purchased inventory worth $500 on credit) does not affect the cash book.</p>
</p>
<ul>
<li>You keep a record of transactions like cash, tax-deductible expenses, and taxable income when you use single-entry bookkeeping.</li>
<li>Remember, the right accounting software can streamline your financial management, save time and provide valuable insights into your business’s financial health.</li>
<li>If you don’t use the single-entry method, record transactions with double-entry bookkeeping.</li>
<li>This means that only income or expenses are recorded and not the changes in assets or liabilities.</li>
<li>Two entries are made for each transaction – a debit in one account and a credit in another.</li>
<li>The main components of single-entry accounting are cash books or ledgers, which you use to record transactions.</li>
</ul>
<p><p>Single-entry, while simple and cost-effective for small businesses, does have its downsides. When choosing free accounting software, there are certain must-haves for effectively managing your business finances. Additionally, some unique or differentiating features can add significant value. As you dive deeper into the bookkeeping process, it may be tempting to blur the lines between your personal and business finances, but it’s not the best idea.</p></p>
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		<title>Imposing $7 9 Million in Total Fines, PCAOB Sanctions Three China-Based Firms and Four Individuals in Historic Settlements</title>
		<link>https://templates.hygiency.com/imposing-7-9-million-in-total-fines-pcaob/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 08 Oct 2021 13:24:31 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Steven L. Fowler CPA PLLC is a verified accounting firm, offering accounting and tax preparation services to customers and small business owners located in and around Abilene, Texas. Steven L....]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/bb0e1bbd-507d-418f-b98b-620f90c71978-300x200.jpg" width="252px" alt="bookkeeping firms Abilene"/></p>
<p>Steven L. Fowler CPA PLLC is a verified accounting firm, offering accounting and tax preparation services to customers and small business owners located in and around Abilene, Texas. Steven L. Fowler CPA PLLC is a CPAdirectory verified accounting firm, licensed to practice  in the state of Texas. The requirements for licensure in Texas ensure that Steven L. Fowler CPA PLLC maintains the highest standard of knowledge and ethics when operating as an accounting firm.</p>
<ul>
<li>We are your experts on accounting for the real estate profession.</li>
<li>Mark’s areas of interest include tax planning for individuals and businesses, estate planning, financial reporting compliance, and accounting services for a variety of industries.</li>
<li>Bobbie’s areas of interest currently are management, tax, financial planning for businesses, family business succession, and reduction of federal, state and income taxes.</li>
<li>Accordingly, forward-looking statements should not be relied upon as representing our views as of any subsequent date, and you should not place undue reliance on these forward-looking statements in deciding whether to invest in our securities.</li>
<li>&#8220;After becoming aware of these issues, the firms investigated these matters promptly and took remedial action,&#8221; the PwC affiliates said in a joint statement, noting they reported the problems to the PCAOB.</li>
<li>The proposed options presented above are targeted toward one contributor to this problem, the 150-hour requirement.</li>
</ul>
<p>Accounting firms may provide services in private industry, education or government, and are often considered experts in tax preparation. Steven L. Fowler CPA PLLC can help you with tax preparation services, consulting, business planning and auditing. Wolfe and Company <a href="https://www.bookstime.com/bookkeeping-services/abilene">abilene bookkeeping</a> PC is a verified accounting firm, offering accounting and tax preparation services to customers and small business owners located in and around Abilene, Texas. Wolfe and Company PC is a CPAdirectory verified accounting firm, licensed to practice in the state of Texas.</p>
<h2>Mark W. Hudson, CPA</h2>
<p>The individuals are also facing industry bars of varying lengths, the PCAOB said. Wolfe and Company, PC, successfully participates in the Texas Society of Certified Public Accountants peer review program since its inception. Our firm also is a member of the American Institute of Certified Public Accountants. All of our CPAs meet or exceed the required 40 hours of continuing education each year in a variety of topics to ensure that our clients get the most up-to-date advice and planning tools. Because we’re a small firm, we’re able to provide each client with personal attention of our CPA in Abilene, Texas. We may not be a large group, but our team has many years of experience and many repeat clients that speak volumes about our service.</p>
<div style='border: grey dotted 1px;padding: 12px;'>
<h3>PakEnergy Shines as New Name and Brand for WolfePak Software &#8211; EIN News</h3>
<p>PakEnergy Shines as New Name and Brand for WolfePak Software.</p>
<p>Posted: Thu, 09 Jun 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZmh0dHBzOi8vd3d3LmVpbm5ld3MuY29tL3ByX25ld3MvNTc1OTkwOTYzL3Bha2VuZXJneS1zaGluZXMtYXMtbmV3LW5hbWUtYW5kLWJyYW5kLWZvci13b2xmZXBhay1zb2Z0d2FyZdIBamh0dHBzOi8vd3d3LmVpbm5ld3MuY29tL2FtcC9wcl9uZXdzLzU3NTk5MDk2My9wYWtlbmVyZ3ktc2hpbmVzLWFzLW5ldy1uYW1lLWFuZC1icmFuZC1mb3Itd29sZmVwYWstc29mdHdhcmU?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Reuters, the news and media division of Thomson Reuters, is the world’s largest multimedia news provider, reaching billions of people worldwide every day. Reuters provides business, financial, national and international news to professionals via desktop terminals, the world&#8217;s media organizations, industry events and directly to consumers. These factors, in the authors’ opinion, have led to a severe lack of a supply of accountants. The accounting profession must take quick action to address these issues. The proposed options presented above are targeted toward one contributor to this problem, the 150-hour requirement.</p>
<h2>Tax</h2>
<p>And of course, thanks to a sophisticated suite of modern software, we provide our customers with access to the entirety of their records 24/7 so they can always stay on top of their finances. By combining our team&#8217;s expertise and experience, we assure that every client  receives the close analysis and attention they deserve. Our dedication to high standards, team of seasoned tax <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> professionals, and unmatched work ethic are the reasons our client base returns year after year. Come see why Randy L Crews CPA PLLC is one of the leading accounting firms throughout the Abilene and McAllen areas. By submitting this review you are confirming that the information contained in it is true and accurate and represents your personal experience with this tax preparer.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/08dda2b2-3258-4b80-a71e-e49a10fbc2b5-scaled-1-675x450.jpg" width="252px" alt="bookkeeping firms Abilene"/></p>
<p>There are currently no accountants listed at Wolfe and Company PC. There are currently no accountants listed at Bill Shelton CPA P.C.. It did not disclose which companies&#8217; audits it had selected for inspection, but Reuters has previously reported that Alibaba Group Holding and Yum China Holdings were among them.</p>
<h2>The Accounting Profession Is in Crisis</h2>
<p>And that’s where the ELP and SmartVestor programs come in. He has a tremendous organization and helps millions of people each year get out of debt and get their financial lives on track. Our firm works with his organization and we are listed as his &#8220;Endorsed Local Provider&#8221; for Tax Services in two large regions of Texas. There are currently no accountants listed at Steven L. Fowler CPA PLLC.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/bb0e1bbd-507d-418f-b98b-620f90c71978-300x200.jpg" width="255px" alt="bookkeeping firms Abilene"/></p>
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