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	<title>Bookkeeping Archives - KRT News Network</title>
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	<title>Bookkeeping Archives - KRT News Network</title>
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		<title>Retained Earnings: Definition, Formula and Examples</title>
		<link>https://krtnewsnetwork.com/bookkeeping/retained-earnings-definition-formula-and-examples-3/</link>
					<comments>https://krtnewsnetwork.com/bookkeeping/retained-earnings-definition-formula-and-examples-3/#respond</comments>
		
		<dc:creator><![CDATA[AbhishekSharma]]></dc:creator>
		<pubDate>Wed, 11 Dec 2024 12:48:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://krtnewsnetwork.com/?p=7593</guid>

					<description><![CDATA[<p>The impact of capital expenditures – i.e. the purchase of PP&#38;E – is https://dsd.rmutk.ac.th/5328/ also reflected on the cash flow statement. Capex increases the PP&#38;E account on the balance sheet&#8230; </p>
<p>The post <a href="https://krtnewsnetwork.com/bookkeeping/retained-earnings-definition-formula-and-examples-3/">Retained Earnings: Definition, Formula and Examples</a> appeared first on <a href="https://krtnewsnetwork.com">KRT News Network</a>.</p>
]]></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/2021/05/8c48b199-3e43-49b5-a12a-474a422058f0.jpg" width="256px" alt="retained earnings represents"/></p>
<p>The impact of capital expenditures – i.e. the purchase of PP&amp;E – is <a href="https://dsd.rmutk.ac.th/5328/">https://dsd.rmutk.ac.th/5328/</a> also reflected on the cash flow statement. Capex increases the PP&amp;E account on the balance sheet but does NOT appear on the income statement directly. For example, retained earnings from previous financial periods may exceed the net losses of the current financial period, allowing the total retained earnings to maintain a positive value.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/aa98970d-c6e3-4569-a279-f3d8d09bf0f8-300x200.jpg" width="257px" alt="retained earnings represents"/></p>
<h2>Where is net income on the income statement?</h2>
<ul>
<li>It may be struggling to stay afloat and could be at risk of going bankrupt.</li>
<li>Retained earnings and dividends are two distinct ways a company can allocate its net income.</li>
<li>The dotted red box in the shareholders’ equity section on the balance sheet is where the retained earnings line item is recorded.</li>
<li>Upon combining the three line items, we arrive at the end-of-period balance – for instance, Year 0’s ending balance is $240m.</li>
<li>Shaun Conrad is a Certified Public Accountant and CPA exam expert with a passion for teaching.</li>
<li>Your Bench account’s Overview page offers an at-a-glance summary of your income statement and balance sheet, allowing you to review your profitability and stay on top of your cash flow from month to month.</li>
</ul>
<p>Managing retained earnings depends on many factors, including management’s plans for the business, shareholder expectations, the business stage and expectations about future market conditions. Your Bench account’s Overview page offers an at-a-glance summary of your income statement and balance sheet, allowing you to review your profitability and stay on top of your cash flow from month to month. Spend less time figuring out your cash flow and more time optimizing it with Bench. This formula applies universally across various accounts, including inventory and accounts receivable. For retained earnings, the beginning balance consists of net income from previous periods.</p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/c7RdWp6YAj8' frameborder='0' alt='retained earnings represents' allowfullscreen></iframe></div>
<h2>How do dividends affect retained earnings?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/bill-payments-b.jpg" width="255px" alt="retained earnings represents"/></p>
<p>If you have a decrease in retained earnings, it may show that your business&#8217;s revenue and activities are on the decline. It’s often the most important number, as it describes how a company performs financially. Profits generally refer to the money a company earns after subtracting all costs and expenses from its total revenues. It shows a business has consistently generated profits and retained a good portion of those earnings.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/07b655af-3672-416a-9fb9-d1ee1a7bd519-300x200.jpg" width="251px" alt="retained earnings represents"/></p>
<h2>Free Course: Understanding Financial Statements</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/real-estate-img-1.png" width="259px" alt="retained earnings represents"/></p>
<p>Keep in mind that banks look at retained earnings before they make a loan to a company. Using the above example, you would subtract $35,000 for dividend payments. Next, add the net profit or subtract the net loss incurred during the current  <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid02usnJcCHwSkTJmQvoe4ptEpEtBt9bwKBX2Gt76ND4dVWnMNbw3o8Yc21timXHY7Xol">Cash Disbursement Journal</a> period, which is 2023. Since Company A made a net profit of $30,000, we will add $30,000 to $100,000.</p>
<ul>
<li>The retained earnings account is equal to the prior period balance, plus net income, and minus any dividends issued – as mentioned earlier.</li>
<li>On the other hand, retained earnings are profits that a company has earned and chooses to reinvest back into the business.</li>
<li>Gross income is often confused with net income, but they represent different stages of a company’s profitability.</li>
<li>Typically, the net profit earned by your business entity is either distributed as dividends to shareholders or is retained in the business for its growth and expansion.</li>
<li>The retained earnings balance in the current period is equal to the prior period’s retained earnings balance plus net income minus any dividends issued to shareholders in the current period.</li>
<li>If a company made net losses, you would take it away from the previous period’s retained earnings.</li>
<li>Therefore, a company can have positive retained earnings but not enough cash on hand to pay dividends.</li>
</ul>
<h2>Retained Earnings Formula</h2>
<ul>
<li>Retained Earnings are reported on the balance sheet under the shareholder’s equity section at the end of each accounting period.</li>
<li>” is one of the most common accounting interview questions asked in investment banking interviews.</li>
<li>You can use them to further develop your business, pay future dividends, cover any debt, and more.</li>
<li>Higher retained earnings may be a sign of a company&#8217;s financial strength as it saves up funds to expand—or it could be a missed opportunity for paying dividends.</li>
<li>This might only reveal a trend showing how much money your company adds to retained earnings.</li>
<li>As the name suggests, it is the earnings retained by the company once all other profits have been distributed where they need to go.</li>
</ul>
<p>That control can include decisions about when monies are distributed and how earnings are reported. The concept of retained  earnings is the centerpiece that links the three financial statements together. From there, net income is adjusted for non-cash expenses, most notably depreciation and amortization (D&amp;A) and the change in the working capital <a href="https://www.bookstime.com/what-are-retained-earnings">retained earnings represents</a> line items to measure the real cash impact in the period.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/e611098e64-300x192.jpg" width="258px" alt="retained earnings represents"/></p>
<p>The post <a href="https://krtnewsnetwork.com/bookkeeping/retained-earnings-definition-formula-and-examples-3/">Retained Earnings: Definition, Formula and Examples</a> appeared first on <a href="https://krtnewsnetwork.com">KRT News Network</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">7593</post-id>	</item>
		<item>
		<title>Who was Tara Arnold, and what was her net worth? Bangor, Maine, plane crash victim identified; &#8216;a phenomenal person&#8217;</title>
		<link>https://krtnewsnetwork.com/bookkeeping/who-was-tara-arnold-and-what-was-her-net-worth/</link>
					<comments>https://krtnewsnetwork.com/bookkeeping/who-was-tara-arnold-and-what-was-her-net-worth/#respond</comments>
		
		<dc:creator><![CDATA[AbhishekSharma]]></dc:creator>
		<pubDate>Fri, 09 Feb 2024 11:23:21 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://krtnewsnetwork.com/?p=7574</guid>

					<description><![CDATA[<p>Some reports say that the firm is the owner of the craft, but it has not been independently confirmed that this is true, or whether any of their staff were&#8230; </p>
<p>The post <a href="https://krtnewsnetwork.com/bookkeeping/who-was-tara-arnold-and-what-was-her-net-worth/">Who was Tara Arnold, and what was her net worth? Bangor, Maine, plane crash victim identified; &#8216;a phenomenal person&#8217;</a> appeared first on <a href="https://krtnewsnetwork.com">KRT News Network</a>.</p>
]]></description>
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" width="259px" alt="law firm bookkeeping in maine"/></p>
<p><p>Some reports say that the firm is the owner of the craft, but it has not been independently confirmed that this is true, or whether any of their staff were involved in the crash. This isn’t just bookkeeping—it’s a strategic financial partnership with your peace and profitability in mind. Hosmer had been working as a pilot for Arnold and Itkin since May 2025. He had held previous positions with Wing Aviation, Apollo Aviation and Priester Aviation, all of which frequently run private charter jets, according <a href="https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/">https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/</a> to his LinkedIn. Jacob Hosmer, a 47-year-old Houston-area pilot who was the captain of the flight, also died during the wreck, his father&nbsp;confirmed to KPRC2. Local Texas lawmaker Lesley Briones on Monday spoke highly of Tara — but later acknowledged not having firsthand knowledge she was killed in the plane wreck.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="law firm bookkeeping in maine"/></p>
<p><h2>Plane Owned by &#8220;Anti-ICE, Anti-Trump&#8221; Law Firm, CRASHES in Maine; 8 Killed</h2>
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<p><p>Bombardier Challenger 600s have had a history of takeoff troubles during inclement cold-weather takeoffs — with small ice accumulations being known to affect the craft, according to aviation consultant Jeff Guzzetti. “I would describe him as a great pilot, a loving husband, and a phenomenal father,” a longtime friend told the outlet. In our commitment to covering our communities with innovation and excellence, we incorporate Artificial Intelligence (AI) technologies to enhance our news gathering, reporting, and presentation processes. Among the high-stakes litigation cases in which Jason Itkin was the attorney, he secured $8 billion judgment against Johnson &amp; Johnson which was one of the notable billion-dollar jury verdict. Another one was Roundup cancer verdict the included $2.25 billion judgment. The Inner Circle of Advocates in 2013 had offered Jason an invite to join as the youngest member.</p>
</p>
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width="250px" alt="law firm bookkeeping in maine"/></p>
<p><h2>NTSB chair warns of dangers of mid-air crash at Burbank Airport</h2>
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<p><div style='text-align:center'><iframe width='562' height='318' src='https://www.youtube.com/embed/5hd-jlrb4q0' frameborder='0' alt='law firm bookkeeping in maine' allowfullscreen></iframe></div>
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<p><p>They <a href="https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/">How Bookkeeping for Law Firms Strengthens Their Finances</a> will help you implement trust accounting, ensure prompt invoice submission, and assist with the preparation of accurate statements. With such experts, you may rest easy knowing your finances are in order. Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals.</p>
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<p><h2>ABA and Legal Compliance</h2>
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<p><p>We reconcile trust ledgers monthly, track client balances, and support 3-way trust compliance—without the overwhelm. Your time is valuable — and your focus belongs with your clients, not your books. We handle the details with precision and care, giving you back your time while saving you the cost and stress of managing everything in-house. Our exclusive focus is accounting for attorneys, which means every system, report, and process is built around your specific legal needs—from trust reconciliation to tax strategy. We follow strict state bar requirements, including three-way trust reconciliations, proper segregation of trust and operating accounts, and meticulous client ledger maintenance.</p>
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<p><p>Both lawyers reached great results with several multi-million dollar cases and share an impressive profile. For clients injured in major accidents, the trial lawyers with notable track records secured record-setting verdicts and settlements. Yes, outsourced accounting improves cash flow by speeding up billing, tracking payments, and managing expenses. Multi-office firms face a higher risk of errors if trust accounting is not standardized. Kurt has also been listed by Lawdragon as one of America&#8217;s Top 500 Lawyers and one of its Top 500 Consumer Plaintiff Attorneys.</p>
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<p><p>The personal injury firm — whose partners are major donors to the University of Texas football and other causes — has so far declined to identify the passengers or comment on the crash. The Best Lawyers in America recognised Kurt Arnold&#8217;s contribution to personal injury litigation and maritime and admiralty law. Lawdragon listed him as one of America&#8217;s Top 500 Lawyers and one of its Top 500 Consumer Plaintiff Attorneys.</p>
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<ul>
<li>We’ll recommend a tailored accounting and advisory solution designed to support your firm’s success.</li>
<li>The daughter of event planner Shawna Collins also confirmed to KTRK that her mother was on the flight.</li>
<li>For multi-office firms, this approach provides consistent financial management across all locations.</li>
<li>If the owner has implemented a clear system, it can easily scale as business needs change.</li>
<li>The investigation will focus on the pilot, the aircraft and the operating environment.</li>
</ul>
<p><p>Law firm accounting solutions include services like trust accounting, billing, payroll, financial reporting, and compliance support. These law firm accounting solutions protect multi-office firms from financial risk and compliance issues. Overall, outsourced law firm accounting helps law firms maintain consistent financial control and improve operational efficiency. On Sunday night, a private business plane registered to the same address as a well-known Houston law firm, Arnold and Itkin LLP, crashed during takeoff in Bangor, Maine, killing six passengers.</p>
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<ul>
<li>Meanwhile, Kurt Arnold&#8217;s landmark judgements included $117 million single-plaintiff personal injury verdict in Louisiana and a $44 million single-amputation verdict in the United States.</li>
<li>With such experts, you may rest easy knowing your finances are in order.</li>
<li>Our team specializes in outsourced law firm accounting and provides tailored law firm accounting solutions to support your growth.</li>
<li>These are the systems we know, trust, and recommend—but if your firm is aligned with our approach and using something different, we’re happy to explore compatibility during the Clarity Review.</li>
</ul>
<p><p>The daughter of event planner Shawna Collins also confirmed her mother was on the flight. The NTSB is investigating the Jan. 25 crash of a Bombardier CL 600 airplane in Bangor, Maine. The preliminary information we have is the plane crashed upon departing Bangor International Airport and experienced a postcrash fire. Bangor airport officials and police say six people were on board and all of them are presumed dead. On this edition of &#8220;Houston Live and Local&#8221;, we have the latest on a deadly plane crash that occurred in Maine. Trust accounting is a cornerstone of our work, and we understand the compliance standards required by your state bar and the ABA.</p>
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<p><div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/rZLWo1ARmTU' frameborder='0' alt='law firm bookkeeping in maine' allowfullscreen></iframe></div>
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" width="254px" alt="law firm bookkeeping in maine"/></p>
<p><p>Officials in Maine have not released an official cause of the crash. Aviation experts say icy and wintry conditions may have been a factor, though authorities noted that other aircraft were landing and taking off around the same time. Among the victims was Jacob Hosmer, whose family members confirmed to ABC News was a pilot and perished in the crash, saying, &#8220;He is in Heaven now with Jesus.&#8221; According to AP, the Bombardier Challenger 600 is a wide-bodied business jet configured for nine to 11 passengers. Our  services start at $750/month for foundational support, with most firms investing between $1,250–$2,500 per  month based on firm size, attorney count, and the level of strategy or complexity involved.</p></p>
<p>The post <a href="https://krtnewsnetwork.com/bookkeeping/who-was-tara-arnold-and-what-was-her-net-worth/">Who was Tara Arnold, and what was her net worth? Bangor, Maine, plane crash victim identified; &#8216;a phenomenal person&#8217;</a> appeared first on <a href="https://krtnewsnetwork.com">KRT News Network</a>.</p>
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