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	<title>Bookkeeping | Global Sat</title>
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	<title>Bookkeeping | Global Sat</title>
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	<item>
		<title>Compare US Accounting Services Quotes</title>
		<link>https://www.globalsatrastreadores.com.br/compare-us-accounting-services-quotes-14/</link>
					<comments>https://www.globalsatrastreadores.com.br/compare-us-accounting-services-quotes-14/#respond</comments>
		
		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Mon, 17 Nov 2025 20:06:18 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.globalsatrastreadores.com.br/compare-us-accounting-services-quotes-14/</guid>

					<description><![CDATA[At the end of the month, the petty cash custodian reviews the receipts and finds that $250 has been spent, leaving only $250 in cash remaining in the petty cash box. A replenishment transaction is initiated by the petty cash custodian, who requests it from the accounting department. Replenishment is required periodically, as cash payments [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>At the end of the month, the petty cash custodian reviews the receipts and finds that $250 has been spent, leaving only $250 in cash remaining in the petty cash box. A replenishment transaction is initiated by the petty cash custodian, who requests it from the accounting department. Replenishment is required periodically, as cash payments from the petty cash box are used to pay for incidental expenses. Please prepare a journal entry for petty cash replenishment. At the same time, it records the amount of petty cash that is used to pay for small expenses. The replenish will move the cash from other accounts to the petty cash account.</p>
<p>The company then makes a journal entry to debit the petty cash account and credit the main cash account. Giving the custodian more cash results in a journal entry that debits the petty cash fund and credits cash. This method ensures that the petty cash fund remains balanced and accurately reflects the company&#8217;s expenses without complicating the accounting entries. To establish a petty cash fund, a custodian is appointed, and a journal entry debits petty cash while crediting cash.</p>
<p>Notice that the Petty Cash account is not impacted — it was originally established as a base amount, and its balance has not been changed by virtue of this activity. As expenditures occur, cash in the box will be depleted. Policies should be established regarding appropriate expenditures that can be paid from petty cash. To illustrate, assume in the preceding example that the balance in the fund was only $6.10 instead of $7.40.</p>
<p>If receipts are not properly tracked and filed, it can be difficult to account for all of the expenses. Having petty cash on hand eliminates the need to constantly write cheques or use company credit cards for these small purchases. There is no entry to the Petty Cash account when merely replenishing the petty cash. It is important to realize that the $80 check will be credited to Cash (the company’s checking account).</p>
<h2>What is petty cash and why is it used in businesses?</h2>
<ul>
<li>The cash is typically kept in a locked box or drawer, and only a designated employee, usually the office manager or bookkeeper, has the key.</li>
<li>The Cash Short (Over) account is an income statement type account.</li>
<li>Assume that when the box iscounted, there are $45 in receipts and $25 in cash.</li>
<li>When a disbursement is made from the fund, a receipt should be placed in the petty cash box.</li>
<li>All in all, company petty cash can be a helpful tool for keeping businesses running smoothly.</li>
<li>Upon review of the box,the balance is counted in the following way.</li>
</ul>
<p>Mary will debit the accounts indicated on the petty cash vouchers and then debit Cash Short and Over for $1 (the amount that is not accounted for). She needs to obtain a company check for $80 in order to cash it and return the cash amount to $100 (the amount shown in the Petty Cash account). Pre-numbered vouchers help prevent unauthorized use of petty cash, and receipts provide a record of how the money was spent.</p>
<p>The company will use petty cash and it will  keep decreasing to a low level. For these reasons, it is important to weigh the risks and benefits of using company petty cash before making a decision. All in all, company petty cash can <a href="https://www.adprun.net/accounts-receivable-job-description/">accounts receivable job description</a> be a helpful tool for keeping businesses running smoothly. Petty cash is a designated sum of money that is kept on hand for small, everyday expenses that may come up.</p>
<h2>time working the old way</h2>
<p>For example, a retailer will compare daily cash sales to the actual cash found in the cash register drawers. The Cash Short (Over) account is an income statement type account. Whatever the cause, the available cash must be brought back to the appropriate level.</p>
<ul>
<li>So clean that you will experience work differently and avoid the frustration of slow interfaces, overflowing email inboxes, and endless data.</li>
<li>At the same time, it records the amount of petty cash that is used to pay for small expenses.</li>
<li>Entries are needed to (1) establish the fund, (2) increase or decrease the balance of the fund (replenish the fund as cash is used), and (3) adjust for overages and shortages of cash.</li>
<li>At all times, the employee responsible for petty cash is accountable for having cash and petty cash vouchers equal to the total amount of the fund.</li>
<li>In this case,the petty cash balance is $70, when it should be $75.</li>
<li>Once approved, accounting issues the reimbursement needed to restore the fund to its authorized balance.</li>
<li>However, there are situations in which it is not practical to use a check.</li>
</ul>
<h2>Accountants waste</h2>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/l34qDYeWfX0' frameborder='0' alt='when petty cash is replenished, petty cash is debited and cash is credited.' allowfullscreen></iframe></div>
<p>Petty cash replenishment occurs when funds are added to a petty cash box. Company ABC uses the petty cash for the expense amount $ 400 and the remaining balance is only $  100. The staff has used petty cash to pay for the taxi $ 100, office supplies $ 200, and other expenses $ 100.</p>
<h2>What is the process for replenishing a petty cash fund?</h2>
<p>After the vouchers have been examined and approved, a check is created for $92.60 which restores the cash in the fund to its $100 balance. To determine which accounts to debit, an employee summarizes the petty cash vouchers according to the reasons for expenditure. At all times, the employee responsible for petty cash is accountable for having <a href="https://www.intuit-payroll.org/three-types-of-cash-flow-activities/">Three Types Of Cash Flow Activities</a> cash and petty cash vouchers equal to the total amount of the fund. The custodian should prepare a voucher for each disbursement and staple any source documents (invoices, receipts, etc.) for expenditures to the petty cash voucher.</p>
<p>Occasionally, errors may occur that affect the balance of the petty cash account. If, for example, management of the Galaxy’s Best Yogurt decides to increase the petty cash balance to $100 from the current balance of $75, the journal entry to do this on August 1 would be as follows. Since the petty cash account is an imprest account, this balance will never change and will remain on the balance sheet at $75, unless management elects to change the petty cash balance. As this petty cash fund is established, the account titled “Petty Cash” is created; this is an asset on the balance sheet of many small businesses.</p>
<p>The accounting department issues a check for $250, bringing the petty cash fund back to its original balance of $500. The journal entry is debiting expense $ 400 and credit petty cash $ 400. The first journal entry is debiting expense (small expense) and credit petty cash.AccountDebitCreditExpense000Petty Cash000 Let’s assume that a company has a petty cash fund of $100 and its general ledger account Petty Cash has a debit balance of $100. This approach simplifies record-keeping and allows for efficient management of minor expenses, ensuring that the petty cash fund remains organized and accountable.</p>
<p>Instead, the custodian must keep track of all expenditures by retaining vendor receipts and using pre-numbered petty cash vouchers. To streamline the process of handling these minor costs, companies utilize a petty cash fund, which is a small cash reserve set aside for such purposes. Discrepancies in petty cash are managed using a cash over and short account, which reflects minor gains or losses.</p>
<p>If the management at a later date decides to decrease thebalance in the petty cash account, the previous entry would bereversed, with cash being debited and petty cash beingcredited. If the management at a later date decides to decrease the balance in the petty cash account, the previous entry would be reversed, with cash being debited and petty cash being credited. The second journal entry is debiting petty cash and credit cash on hand (any cash account).</p>
<p>If a petty cash account is consistently short, this may be awarning sign that there is not a proper control of the account, andmanagement may want to consider additional controls to bettermonitor petty cash. This createsa $5 shortage that needs to be replaced from the checking account.The entry to record a cash shortage is as follows. Occasionally, errors may occur that affect the balance of thepetty cash account. If, for example, management of the Galaxy’sBest Yogurt decides to increase the petty cash balance to $100 fromthe current balance of $75, the journal entry to do this on August1 would be as follows. As this petty cash fund is established, the account titled“Petty Cash” is created; this is an asset on the balance sheet ofmany small businesses. The journal entry to establish the petty cashfund would be as follows.</p>
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		<item>
		<title>Top 10 Technology Predictions for Accounting Firms in 2025</title>
		<link>https://www.globalsatrastreadores.com.br/top-10-technology-predictions-for-accounting-firms-8/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Mon, 26 May 2025 18:24:56 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.globalsatrastreadores.com.br/top-10-technology-predictions-for-accounting-firms-8/</guid>

					<description><![CDATA[This allows your accounting support to grow alongside your business without the overhead of expanding an internal team. This aligns with Ramp’s discussion on startup accounting, which highlights the scalability of outsourced solutions. Typically, startups can expect to spend anywhere from $1,000 to $10,000 per month on a qualified CPA, depending on their unique requirements. [&#8230;]]]></description>
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" width="256px" alt="top accounting firms for tech startups 2024"/></p>
<p><p>This allows your accounting support to grow alongside your business without the overhead of expanding an internal team. This aligns with Ramp’s discussion on startup accounting, which highlights the scalability of outsourced solutions. Typically, startups can expect to spend anywhere from $1,000 to $10,000  per month on a qualified CPA, depending on their unique requirements.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="top accounting firms for tech startups 2024"/></p>
<p><h2>The Australian Financial Review Magazine</h2>
</p>
<p><div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/1zR9MV2KCLY' frameborder='0' alt='top accounting firms for tech startups 2024' allowfullscreen></iframe></div>
</p>
<p><p>It’s no secret that the tech space is a favored sector for venture capital funding. Many of the best startups are developing technology that reshapes our daily lives, disrupts industries, and solves pain points all over the world. Through the platform, businesses are able to build computer systems, conduct visual inspections, and more using their innovative computing vision technology.</p>
</p>
<p><h2>Cloudstaff Accountants key services</h2>
</p>
<p><p>Silverfort provides an agentless authentication and zero-trust platform that secures access across corporate networks and cloud environments. Silverfort’s solution helps organizations protect against identity-based attacks, enforce least-privilege access, and achieve compliance with various regulations. Braintrust is a decentralized talent network that connects skilled professionals with companies seeking their expertise. It operates on a blockchain-based platform, using its native BTRST token to incentivize network growth and governance. Braintrust’s model aims to eliminate any middleman, allowing talent to keep 100% of their earnings while clients pay lower fees compared to traditional staffing agencies. Combined, these startups have raised over $8 billion to build better financial tools.</p>
</p>
<p><h2>Complify – AI-led Compliance Automation Platform</h2>
</p>
<p><p>The company excels at well-laid-out bookkeeping operations, detailed financial reporting, and expert tax advice. Choosing the right accounting partner can transform how you manage your startup’s finances—moving from that sense of overwhelmed chaos to finally having clarity and a plan. Let’s Deduct It&nbsp;might just be the partner that fits like  a glove, especially if you value personalized service and tech that makes your life easier. But all of <a href="https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/">accounting services for startups</a> the firms above bring something fantastic to the table, depending on where you are in your journey. Let’s Deduct It is especially well-suited for startup founders who are tired of DIY bookkeeping and want to reclaim their time for growth. Our team’s support means no more sleepless nights worrying about whether you’ve filed the right forms or paid the right taxes.</p>
</p>
<p><h2>Payroll Management</h2>
</p>
<p><p>Our clients have raised over $15 billion in venture capital and seed financing, and we are experts at helping Bay Area companies with their accounting and bookkeeping needs. Squack gives accounting firms a RPA tool that uses LLMs to create complex automations using natural language. For example, an accountant can use Squack to create a workflow that automatically categorizes bank transactions just by writing a few&#8230; Briefcase is developing an AI-native accounting automation platform that automates manual processes such as bookkeeping and month-end closing. Utilizing multimodal AI, agentic workflows, and advanced embedding technologies, the platform integrates&#8230;</p>
</p>
<ul>
<li>Kruze uses cutting-edge technology to keep your financial records accurate and up-to-date.</li>
<li>It allows security teams to create, customize, and deploy automated workflows across their entire security infrastructure without requiring coding skills.</li>
<li>Can they handle increasing transaction volumes, more complex financial reporting, or international expansion?</li>
<li>Now, they’re diving into advisory services, risk management, and even digital transformation consulting.</li>
<li>Even mid-sized firms are jumping into innovation, offering tailored solutions for industries like healthcare, tech startups, and nonprofits.</li>
</ul>
<p><p>Open is a modern wellness company that combines physical studios with digital content for a holistic approach to mindfulness and fitness. The company offers in-person classes as well as an app that features guided meditations, breathwork exercises, and movement sessions. Open aims to create a community-driven wellness experience that integrates mental, physical, and spiritual practices. This startup provides comprehensive software that organizes photo shoots, provides stock photos and editing <a href="https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/">https://dimensionzen.com/streamline-your-finances-with-expert-accounting-services-for-startups/</a> capabilities, and more.</p>
</p>
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" width="258px" alt="top accounting firms for tech startups 2024"/></p>
<p><h2>Expert Team, Startup Focus</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="250px" alt="top accounting firms for tech startups 2024"/></p>
<p><p>The company offers a curated selection of brushes, combs, oils, and other hair accessories designed for gentle, effective care. Crown Affair emphasizes mindful hair maintenance and promotes a slower, more intentional approach to hair care. Wonolo transforms the recruiting process for companies by providing a centralized place for businesses and potential employees. Through Wonolo, companies don’t have to mess around with interviews or resumes. Instead, all employees are vetted by Wonolo and available through the company’s app.</p></p>
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		<title>Journal Entries For Bank Reconciliation Definitions Flashcards</title>
		<link>https://www.globalsatrastreadores.com.br/journal-entries-for-bank-reconciliation/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Tue, 21 Jan 2025 17:54:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.globalsatrastreadores.com.br/journal-entries-for-bank-reconciliation/</guid>

					<description><![CDATA[Many businesses use an Excel template for easy customization. Create and send invoices, track payments, and manage your business — all in one place. Invoice Fly is a smart, fast, and easy-to-use invoicing software designed for freelancers, contractors, and small business owners. Errors Our professionals bring the right combination of technical expertise, consulting experience, and [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Many businesses use an Excel template for easy customization. Create and send invoices, track payments, and manage your business — all in one place. Invoice Fly is a smart, fast, and easy-to-use invoicing software designed for freelancers, contractors, and small business owners.</p>
<h2>Errors</h2>
<p>Our professionals bring the right combination of technical expertise, consulting experience, and premium client service for any accounting need, whether it is to support the audit process, implement a new accounting standard, or prepare financial statements for a transaction. (Figure)Prepare the journal entry to reconcile the bank statement in (Figure). One important trait of the bank reconciliation is that it identifies transactions that have not been recorded by the company that are supposed to be recorded. The transactions with timing differences are used to adjust and reconcile both the bank and company balances; after the bank reconciliation is prepared accurately, both the bank balance and the company balance will be the same amount.</p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/ORSak9kMpQA' frameborder='0' alt='journal entries based on the bank reconciliation are required in the company's accounts for' allowfullscreen></iframe></div>
<p>Bank reconciliation is simply the process of matching your business records with your bank statement to make sure everything lines up. For bank collections, the journal entry involves debiting cash and crediting accounts receivable. After completing a bank reconciliation, it is essential to make journal entries for all items identified in the book column. After completing a bank reconciliation, journal entries must be made for items in the book column. In your bank reconciliation, you’ll subtract these outstanding checks from the bank statement balance.</p>
<h2>Bank Reconciliation Journal Entries: What are They and How to Do Them</h2>
<p>Not surprisingly then, they defaulted, and so we hired the bank to go after them. They kept $500 as a fee for doing that work for us and put $3,000 in our account. If we subtracted something, we will CREDIT the checking account.</p>
<p>For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. The journal entry for a customer’s check that was returned due to insufficient funds will debit Accounts Receivable and will credit Cash. All pricing plans cover the accounting essentials, with room to grow. Easily sync bank and financial information.</p>
<p>This is because the bank collects money on your behalf, typically from a customer who owes you. Handling not sufficient funds (NSF) checks requires reversing the initial entry made when the check was received. Lastly, correct book errors by adjusting the original entry to the correct one. Interest revenue involves debiting cash and crediting interest revenue. You recorded check #2005 as $5,483 instead of the actual $5,843. The bank collected a $3,500 note receivable on your behalf but kept $500 as a fee.</p>
<h2>We must make adjusting entries for all items in the Book Column of the Bank Reconciliation.</h2>
<ul>
<li>For nonsufficient funds (NSF) checks, you need to reverse the original entry made when you thought you received the cash.</li>
<li>Below are the steps most small businesses use to reconcile their accounts accurately.</li>
<li>Interest earned by the company will be recorded with a debit to Cash and a credit to Interest Income.</li>
<li>In reality, that particular check was probably part of a much larger deposit; however, when the check bounces, the bank adjusts our account by subtracting that dishonored check from our balance.</li>
<li>Bank reconciliation statement format—your roadmap to financial harmony.</li>
<li>If that kind of error happens, we have to do some research and contact the bank to make sure it gets corrected, but we do not have to change our books.</li>
</ul>
<p>The adjusted bank balance and adjusted book balance must match. Use this table as a quick reference when reviewing your transactions or working with a reconciliation worksheet. Monthly reconciliation is standard for most small businesses. This catches errors, fraud, and timing differences between when you record transactions and when they actually clear the bank.</p>
<p>Basically, it ensures that what you think you have in the bank actually matches what the bank says you have. Interest earned by the company will be recorded with a debit to Cash and a credit to Interest Income. View a summary of money coming in and going out on the Xero dashboard, and in cash flow reports. Connect Xero to your bank for automatic bank feeds. Need historical reconciliation reports for auditors?</p>
<p>In this case, your cash is overstated by $63 ($381 – $318). Suppose your bank hits you with a $90 service charge for various fees. For automatic withdrawals, you’ll credit Cash (since money’s leaving your account) and debit the appropriate expense or liability account. Now, let’s chat about those sneaky automatic withdrawals and deposits that the bank handles without sending you a handwritten note.</p>
<ul>
<li>(Figure)A bank reconciliation takes time and must balance.</li>
<li>Note that the transactions the company is aware of have already been recorded (journalized) in its records.</li>
<li>Learn key techniques and insights to enhance your financial understanding.</li>
<li>It’s understated by $360 (divisible by 9) right now because of the recording error, and cash is overstated because we didn’t record the check correctly.</li>
<li>These are the items that appear on the bank statement, but are not yet recorded in the company’s general ledger accounts.</li>
<li>Adjustments that increase your cash balance are recorded as debits, while those that decrease it are credits.</li>
</ul>
<h2>Outstanding Checks</h2>
<p>If you come to the end of the period and you find you have to make adjustments, you also have to decide if you will record them as journal entries or go through the automated process you would have used if you’d known about the transaction when it happened. However, all the items in the second half of the reconciliation (or on the right side, if you are preparing the bank reconciliation in two side-by-side columns) need to be recorded in our GL. Most businesses should reconcile monthly, right after receiving bank statements. Compare each transaction on your bank statement to your cash book. Doing a bank reconciliation works best when you follow a simple, repeatable process.</p>
<p>It’s like financial yoga—finding balance and flexibility in your accounts. Bank Reconciliation Journal Entries are the adjustments you make to your books to account for the differences between your records and the bank’s. That’s where the bank reconciliation statement swoops in to save the day. Think of it as a financial reality check—a moment where you sit down and make sure your company’s financial records are singing the same tune as your bank account. You see, at the end of every financial period, reconciling your bank statements isn’t just some bureaucratic hoop to jump through. One place to segregate duties is between the cash disbursement cycle and bank reconciliations.</p>
<p>The depositor should also check carefully to see that the bank did not combine the transactions of the two accounts. The bank fee is an expense (cost of doing business) and <a href="https://www.online-accounting.net/excel-cash-book-excel-101-how-to-set-up-cash-book/">excel cash book</a> an expense is shown by an entry on the left side of a ledger (because it decreases our equity), meaning the checking account was decreased as well. If we added an item in the bank reconciliation, we will DEBIT the checking account (because a debit increases an asset account in a GL).</p>
<p>Bank internal accounting controls are rigorous (but not foolproof), so the bank statement serves as our best external objective verification of the actual GL account balance once we take those timing differences into account. These are the items that appear on the bank statement, but are not yet recorded in the company’s general ledger accounts. The items on the bank reconciliation that require a journal entry are the items noted as adjustments to books. These adjustments result from items appearing on the bank statement that have not been recorded in the company’s general ledger accounts. Journal entries are required in a bank reconciliation when there are adjustments to the balance per books.</p>
<p>Learn key techniques and insights to enhance your financial understanding. Explore the integrated audit&#8217;s purpose, benefits, and process to enhance your organization&#8217;s efficiency and compliance. Learn effective methods to calculate rebates and enhance your business performance. Explore the importance of consolidation in finance, along with a clear definition and easy-to-follow steps to streamline the process. Discover the top 10 benefits of data automation and how it helps businesses save time, reduce errors, and make smarter decisions.</p>
<p>(Figure)Domingo Company received the following bank statement. Indicate if it will be a debit or a credit and to what account the entry will be recorded. (Figure)Which of the following transactions will require a journal entry? (Figure)The bank reconciliation shows the following adjustments. (Figure)Using the following information, prepare a bank reconciliation.</p>
<p>It’s understated by $360 (divisible by 9) right now because of the recording error, and cash is overstated because we didn’t record the check correctly. We update the subsidiary ledger to match the GL control account. The GL account will go down by $3,500, and we will “write off” the $3,500 debt in the subsidiary ledger, even though we only got $3,000 because the maker of the note paid $3,500. However, if this kind of thing happened a lot, we might want to have a tracking account for those collection fees specifically.</p>
<p>You’ve written checks to suppliers or vendors, and they’ve yet to cash them. Let’s delve deeper into some of these entries with examples. Think of it as setting up your financial soulmates—they just need a little nudge to realize they’re made for each other. It’s like balancing your checkbook, but for your business, and without the 90s nostalgia. Discover the best corporate credit card reconciliation software for 2026 to streamline approvals, reduce errors, and automate reconciliation</p>
<p>Learn what settlement and reconciliation mean in banking, how they differ, and how automation helps improve accuracy and compliance. Download our data sheet to learn how you can streamline your expense and payment reporting processes. Download our data sheet to learn how to implement process improvements 10x faster and reduce manual effort by 95%. Download our data sheet to <a href="https://www.quickbooks-payroll.org/sample-employee-handbook-template/">sample employee handbook template</a> learn how you can run your processes up to 100x faster and with 98% fewer errors.</p>
<p>Download our data sheet to learn how to automate your reconciliations for increased accuracy, speed and control. These entries ensure that any discrepancy found during reconciliation is resolved promptly and correctly. The goal is to ensure that the book balance accurately reflects the bank balance after adjustments.</p>
<p>Bank accounts for businesses can involve thousands of transactions per month. Not only does the bank provide basic checking services, but they process credit card transactions, keep cash safe, and may finance loans when needed. This increases your accounts receivable (since the customer still owes you) and decreases your cash balance, reflecting the bounced check.</p>
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		<title>Retained Earnings Explained Definition, Formula, &#038; Examples</title>
		<link>https://www.globalsatrastreadores.com.br/retained-earnings-explained-definition-formula-2/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Thu, 11 Jul 2024 19:22:00 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.globalsatrastreadores.com.br/retained-earnings-explained-definition-formula-2/</guid>

					<description><![CDATA[This reconciliation statement provides transparency regarding changes in the equity accounts, allowing stakeholders to trace the full movement of the accumulated profits. The statement of retained earnings, also known as the statement of changes in equity, is like a diary of a company’s retained earnings over a period—usually quarterly or annually. It keeps tabs on [&#8230;]]]></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/2021/03/bf735892-64ee-47aa-8042-d5fe2418d9b6-300x200.jpg" width="250px" alt="retained earnings in income statement"/></p>
<p>This reconciliation statement provides transparency regarding changes in the equity accounts, allowing stakeholders to trace the full movement of the accumulated profits. The statement of retained earnings, also known as the statement of changes in equity, is like a diary of a company’s retained earnings over a period—usually quarterly or annually. It keeps tabs on profits kept for growth versus those distributed as dividends. If you see your beginning retained earnings as negative, that could mean that the current accounting cycle you’re in has a larger net loss than your beginning balance of retained earnings. For example, <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> if the dividends a company distributed were actually greater than retained earnings balance, it could make sense to see a negative balance.</p>
<ul>
<li>Interestingly, if you look at Berkshire Hathaway’s balance sheet, they have run with percentages similar to Oshkosh Corps for the last two years.</li>
<li>Additionally, retained earnings also provide a cushion for businesses during tough economic times when revenue streams may dry up temporarily.</li>
<li>Every growing business needs reliable financial metrics to make informed decisions.</li>
<li>Retained earnings act as a reservoir of internal financing you can use to fund growth initiatives, finance capital expenditures, repay debts, or hire new staff.</li>
<li>One best practice that I suggest is maintaining a detailed record of all board-approved dividend distributions and reconciling on a monthly basis.</li>
</ul>
<h2>Record the previous year’s balance.</h2>
<p>Retained earnings are thus a crucial part of financial analysis and provide a key indicator of both historical performance and future potential. Net income accounts for all operating and non-operating expenses, while gross profit only subtracts direct production costs. JOnyx Group’s retained earnings growth and asset revaluation increased total equity. The simplest way  to know your company&#8217;s financial position is with an expense management platform that tracks operational activities in one place.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/baa8ce97-ca5c-4ab5-b6ba-1899b18c36ba.jpg" width="258px" alt="retained earnings in income statement"/></p>
<h2>Retained earnings vs. dividends vs. net income</h2>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/uDYbdVqEvyE' frameborder='0' alt='retained earnings in income statement' allowfullscreen></iframe></div>
<p>During the year, the company declared  and paid a dividend of $250,000 to its stockholders. On January 1, 2021, Nova had 500,000 shares of $10 par value common stock and 50,000 shares of $100 par value preferred stock outstanding. The number of shares remained unchanged throughout the year, as Nova did not <a href="https://www.linkedin.com/posts/bookstime_cybercriminals-are-constantly-looking-for-activity-7321178222912495617-SXHl/">Accounting Security</a> make any new issues during 2021. When Business Consulting Company will prepare its balance sheet, it will report this ending balance of $35,000 as part of stockholders’ equity. You can see this presentation in the format section of the next page of this chapter – the balance sheet.</p>
<h2>Case Study: How Companies Leveraged 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/2020/03/pic-3.png" width="255px" alt="retained earnings in income statement"/></p>
<p>The shareholders’ equity section includes common stock, additional paid-in capital, and retained earnings. Dividend payments can vary widely, depending on the company and the firm’s industry. On average, established businesses that generate consistent earnings make larger dividend payouts because they have larger retained earnings balances in place. However, a startup business may retain all of the company&#8217;s earnings to fund growth. A change in accounting principle also often necessitates a direct adjustment to the beginning RE balance.</p>
<ul>
<li>So, the second step is to review the company&#8217;s income statement for either income or losses.</li>
<li>Before we go any further, this is a good spot to talk about your startup accounting.</li>
<li>During the period close process, all temporary accounts are closed to the income summary account, which is then closed to retained earnings.</li>
<li>Learn the most important formulas, functions, and shortcuts to become confident in your financial analysis.</li>
<li>The schedule uses a corkscrew-type calculation, where the current period opening balance is equal to the prior period closing balance.</li>
<li>These earnings are considered &#8220;retained&#8221; because they have not been distributed to shareholders as dividends but have instead been kept by the company for future use.</li>
<li>As we can tell from this small sample size, Apple appears to continue growing its return on its retained earnings.</li>
</ul>
<ul>
<li>For many companies, some of that capital comes from retained earnings—the portion of profits a company keeps instead of paying it out to shareholders.</li>
<li>It is important to properly document and explain any adjustments made to retained earnings to ensure transparency and accuracy in financial reporting.</li>
<li>In other words, the purpose of these earnings is to reinvest the money to pay for further assets of the company, continuing its operation and growth.</li>
<li>Unless a lender waives a ratio-based covenant violation, it can result in penalties, higher interest rates or even default.</li>
<li>The shareholders’ equity section of the balance sheet is the business’s cumulative earnings, less any dividends, alongside other equity accounts such as common stock.</li>
</ul>
<p>In the PP&amp;E roll-forward schedule, be sure to maintain consistency throughout <a href="https://www.bookstime.com/articles/retained-earnings-statement-example">retained earnings statement</a> the model and pay close attention to the formulas. Download the Statement of Retained Earnings template from the free resources section and learn how to collate the information necessary to complete it with our easy-to-use guide. Let’s take a fictional company, XYZ Corp., to illustrate the preparation of a Retained Earnings Statement.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/77c8f396-6992-4fac-b238-ac036158c3c8.jpg" width="254px" alt="retained earnings in income statement"/></p>
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		<title>Multifamily Apartment Proforma Excel Template</title>
		<link>https://www.globalsatrastreadores.com.br/multifamily-apartment-proforma-excel-template/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Wed, 24 Apr 2024 19:05:51 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.globalsatrastreadores.com.br/multifamily-apartment-proforma-excel-template/</guid>

					<description><![CDATA[New financial models use computer programs that has made this testing better, which enables quick calculation for real-time decision making. Since pro forma financial statements and financial projections are quite similar, ledger account they may be considered synonymous. However, financial projections can be built from nothing for a startup company, using specific industry-specific assumptions. Skilled [&#8230;]]]></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/2021/08/7fb34e910e.jpg" width="257px" alt="pro forma example"/></p>
<p>New financial models use computer programs that has made this testing better, which enables quick calculation for real-time decision making. Since pro forma financial statements and financial projections are quite similar, <a href="https://search.yahoo.com/search?p=ledger+account">ledger account</a> they may be considered synonymous. However, financial projections can be built from nothing for a startup company, using specific industry-specific assumptions.</p>
<ul>
<li>Skilled in content development and marketing strategies, she leverages her diverse experience to help professionals in the built environment.</li>
<li>From there, it becomes easier to model capital investments and align resources accordingly.</li>
<li>Creating pro forma financial statements requires precision, transparency, and realistic assumptions.</li>
<li>Then, once you start generating sales, you&#8217;ll be able to replace it with something more accurate.</li>
<li>A corporation may want to see the effects of three possible financing options.</li>
</ul>
<h2>Pro Forma Business Plan Template &amp; Financial Statements</h2>
<p>Using pro forma statements that aren’t marked as such to misrepresent your business to investors, the IRS, or financial institutions can be penalized by the Securities and Exchange Commission). Learn how to build, read, and use financial statements for your business so you can make more informed decisions. We <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> won’t spend too much time discussing current liabilities because we’ll handle them similarly to current assets.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/6925e858-4012-4309-9328-d9dfbcc39f62-300x200.jpg" width="253px" alt="pro forma example"/></p>
<h2>Pro forma statements before a change in capital structure</h2>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/X4I9a6usvZQ' frameborder='0' alt='pro forma example' allowfullscreen></iframe></div>
<p>This figure is like the pot of gold at the end of the rainbow, showing you what’s left after covering the direct costs of your products or services. It’s a crucial indicator of your business’s financial health and efficiency. In this guide, I aim to be the mentor I had (and sometimes wished I had) during those early days, breaking down pro forma analysis into digestible, manageable parts. So, let’s embark on this journey together, turning the seemingly ancient script of pro forma analysis into a clear roadmap toward your business’s financial future. Retained earnings represent the lifetime earnings (i.e., profit) of the business. To forecast these earnings, we take the most recent value for retained earnings and add the net profit for the current month.</p>
<h2>Determine your base financials</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/2ecf0cca56.jpg" width="250px" alt="pro forma example"/></p>
<p>While both are essential tools for assessing a company’s financial health, they have significant differences in their preparation, content, and application. In mergers and acquisitions (M&amp;A), pro forma financial statements are essential for evaluating the financial impact of combining two entities. These statements facilitate a side-by-side comparison of the financials of both companies before and after the merger or acquisition. These reports are typically used for internal planning purposes, but many companies do issue them to the public for speculative purposes. For instance, management usually talks about the growth of the company in the management discussion and analysis section of the annual report. If their growth projections are based on landing a  new client or project, they might include an estimated income statement to show the effects of the new project on the bottom line.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/shutterstock_492340057-1.jpg" width="254px" alt="pro forma example"/></p>
<h2>Other Free Excel Templates</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_31.jpg" width="250px" alt="pro forma example"/></p>
<p>Pro forma financial statements are generally not required by law for all businesses. These adjustments modify historical <a href="https://www.bookstime.com/articles/pro-forma-financial-statements">pro forma example</a> financial data to reflect the anticipated impact of a transaction, providing a  clear picture of the merged entity’s potential financial performance. This structured approach provides a clear roadmap for evaluating potential financial performance, helping businesses make informed and confident decisions.</p>
<ul>
<li>Coming up next, we’ll go through a series of real estate case studies that demonstrate how to use the pro-forma to make investment decisions, as you might in real estate private equity.</li>
<li>Thus if you are preparing one we would like to offer you this readymade sample pro forma sales invoice to choose and simplify your task.</li>
<li>If you have incomplete financials or received historicals in an inferior format to the traditional T12, please read this article.</li>
<li>After almost a decade of experience in public accounting, he created MyAccountingCourse.com to help people learn accounting &#038; finance, pass the CPA exam, and start their career.</li>
</ul>
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		<title>Footnotes Definition Financial Accounting II Key Term Fiveable</title>
		<link>https://www.globalsatrastreadores.com.br/footnotes-definition-financial-accounting-ii-key/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Thu, 12 Oct 2023 17:07:21 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[In this note, we see an outline of each accounting method contained in the financial statements, which helps investors better understand the company’s financial statements. In fact, many seasoned investors read through the financial statement footnotes first to assess the company’s financial condition. Footnotes to the financial statements refer to additional information provided in a [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>In this note, we see an outline of each accounting method contained in the financial statements, which helps investors better understand the company’s financial statements. In fact, many seasoned investors read through the financial statement footnotes first to assess the company’s financial condition. Footnotes to the financial statements refer to additional information provided in a company’s financial statements. Furthermore, footnotes help users of financial statements understand complex accounting policies and estimates. They serve as a means to disclose significant accounting policies, explain complex transactions, and provide detailed explanations about certain items reported in the financial statements.</p>
<h2>Footnotes as a Resource for Clarification and Additional Information</h2>
<ul>
<li>It is here, in the meticulous scrutiny of footnotes, that the astute financial analyst finds the nuanced truth of a company&#8217;s fiscal tale.</li>
<li>Moreover, comparing footnotes from various companies within the same industry can help identify trends and differences that may impact investment decisions.</li>
<li>The content of each footnote and the different explanatory notes will vary tremendously between companies and industries, so it is essential to read them whenever analyzing a company’s financials thoroughly.</li>
<li>In recent years, the Financial Accounting Standards Board (FASB) has cut back certain especially burdensome disclosures, especially for private companies.</li>
<li>At GBQ, we’re passionate about helping you craft footnote disclosures that not only meet GAAP standards but also tell your unique financial story.</li>
<li>To navigate this landscape effectively, it is essential to develop best practices for analyzing footnotes.</li>
</ul>
<p>But it is said that the basis of financial statements and adopted principles of accounting are two separate issues. The notes are presented in such a way that the matters relating to financial statements are easily understandable in comparison with those of other companies. Notes to the financial statements of a company are shown in 3 groups;</p>
<p>The following list touches upon the more common footnotes, and is by no means comprehensive. The number of possible footnote disclosures is extremely long. Financial footnotes are required, but there&#8217;s flexibility in how they are presented. Other calculations are placed in the footnotes to maintain this cleanliness. It&#8217;s important to first gain a basic understanding of the Generally Accepted Accounting Principles standards of computing financial information. Booking revenue before goods are transferred would increase the aggressiveness of Company X&#8217;s accounting.</p>
<h2>Comparing Footnotes across Companies and Industry Peers</h2>
<p>These are events that could materially impact future earnings or impair business value. However, dishonest managers can use accounting changes in, say, depreciation or inventory reporting methods to manipulate financial results. Because the company doesn’t disclose this favorable related-party deal, its lenders believe that the business is more profitable than it really is. Detailed footnotes may reveal, for example, a potentially damaging lawsuit, an IRS inquiry or an environmental claim. These frameworks require an organization to disclose its most important policies, the appropriateness of those policies, and how they impact the reported financial position of the firm. This summary is usually placed at or near the beginning of the footnotes.</p>
<h2>Examples of Financial Statement Footnotes</h2>
<ul>
<li>How footnotes are conveyed and which information is included is up to the discretion of management.</li>
<li>By understanding the importance of footnotes in providing required disclosures, investors can make more informed decisions about a company’s financial health and prospects for growth.</li>
<li>Moreover, footnotes are necessary whenever there is a change in accounting methodology from the previous reporting period.</li>
<li>By carefully reviewing the footnotes, users can gain a deeper insight into a company’s financial situation, identify potential risks, and assess future prospects with more confidence.</li>
<li>Examples of possible information to disclose are possible future lawsuits, significant products coming to market soon and other events that could affect profitability.</li>
<li>An example here is the revelation of a deferred tax asset, which suggests that the company expects to make enough profits in the future to utilize these tax breaks.</li>
<li>Because the company doesn’t disclose this favorable related-party deal, its lenders believe that the business is more profitable than it really is.</li>
</ul>
<p>Financial statements serve as crucial documents for investors, analysts, creditors, and other stakeholders to evaluate a company’s financial health and performance. Additionally, footnotes clarify how particular values or calculations are determined within the financial statements. These policies provide vital information about how a company reports and records financial transactions, making it essential for investors to understand them. These disclosures are necessary to ensure users have a complete understanding of a company’s financial position and performance.</p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/M5w0ZoUFUmU' frameborder='0' alt='footnote in accounting' allowfullscreen></iframe></div>
<h2>Additional Questions &#038; Answers</h2>
<p>Businesses disclose which accounting methods they use, but they do not disclose how different annual profits would have been if an alternative method had been used. A business’s managers can ask its accountants to do this analysis. Caterpillar’s inventory cost value for its inventories at the end of 2006 would have been $2.4 billion higher if the FIFO accounting method had been used.</p>
<p>These components include accounting policies, disclosures, and future events. Again, the list above is only a shortlist of some common financial statement footnotes. There is a long list of the different types of financial statement footnotes.</p>
<h2>Common-Size Financial Statements: Understanding Percentage Analysis</h2>
<p>A footnote might divulge a change in these assumptions, which could swing the pension expenses and, consequently, the net income. A footnote might detail the covenants of a loan, such as maintaining a certain debt-to-equity ratio, which, if breached, could lead to accelerated repayment terms or higher interest rates. Consider a pharmaceutical giant with a footnote indicating a multi-billion dollar litigation reserve for upcoming lawsuits – a detail that could sway an analyst&#8217;s valuation dramatically.</p>
<p>These annotations are the Rosetta Stone for decoding the hieroglyphs of accounting policies and estimates, offering a glimpse into the judgment calls and assumptions that underpin the numbers. It&#8217;s a journey that requires a keen eye and a penchant for detail, but for those willing to embark, the rewards are a clearer understanding of a company&#8217;s financial health and prospects. This affects when the revenue appears on the income statement and can be a crucial factor in assessing the company&#8217;s performance.</p>
<p>By closely examining footnotes from multiple companies in the same industry, you can develop an understanding of industry-specific accounting practices, disclosure requirements, and regulatory guidelines. They provide context, clarification, and insights into a company’s financial situation, ensuring that all necessary information is accessible for making informed investment decisions. The importance of footnotes cannot be overstated; they play a critical role in providing valuable context to financial statement data, making them an indispensable resource for informed financial analysis.</p>
<p>They provide readers with a clearer understanding of complex calculations or unusual activities, as well as any modifications to accounting methodologies from previous periods. These notes serve as a valuable resource for investors and analysts seeking to gain a more comprehensive understanding of a firm’s financial situation. By examining these footnotes across multiple entities, you can develop a more accurate understanding of the potential risks and opportunities for each organization. Finally, future events <a href="https://accounting-services.net/how-and-when-to-use-footnotes/">footnote in accounting</a> and commitments are another area where footnote comparisons can provide valuable insights.</p>
<p>When preparing compiled financials, the CPA drafts them only when they’re requested and approved by management. From classifying transactions to closing entries, unlock the key to effective accounting… In this respect principles adopted in preparing companies accounts, the basis on which transactions have been arranged and accounted for, and disclosure of all information are to be taken into consideration. Investors and analysts should be aware of potential risks and limitations when relying on footnote disclosures. So don’t overlook this valuable resource when conducting your financial analysis; instead, harness its power to enhance your understanding and decision-making process. You can gain valuable insights into the regulatory oversight and enforcement of footnote disclosures.</p>
<p>Aside from offering supplemental details or commentary, footnotes are essential for citing sources in academic papers—especially in the Chicago style, but also less frequently in MLA and APA formats. Footnotes are small notations at the bottom of a page that provide additional information or cite the source of a passage in the page’s text. Here, Cisco outlines the major segments in which the company reports its financial operations, which include each of the three segments. Also listed are tables outlining the company’s tax rate and any allowable offsets.</p>
<p>You may wonder how different the company’s annual profits would have been if they had used a different accounting method. Ready to elevate your financial reporting and unlock the power of footnote disclosures? At GBQ, we’re passionate about helping you craft footnote disclosures that not only meet GAAP standards but also tell your unique financial story.</p>
<p>Clearly, if all the information listed above were in the financial statements’ text, it would overshadow them. Sometimes, select information contained in those footnotes is in section seven or management’s discussion of financial conditions. Footnotes are included in the annual or quarterly report to clarify the financial statements’ brevity.</p>
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		<title>Solar Panel Cost In 2025: It May Be Lower Than You Think</title>
		<link>https://www.globalsatrastreadores.com.br/solar-panel-cost-in-2025-it-may-be-lower-than-you/</link>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Wed, 10 May 2023 13:28:28 +0000</pubDate>
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					<description><![CDATA[The following section explains how each of these factors affects the cost to install a mini-split system. These units can be installed in homes with existing ductwork when only one or two rooms need additional heating or cooling. The indoor evaporating unit is installed in each room where homeowners want individualized temperature control. The size [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The following section explains how each of these factors affects the cost to install a mini-split system. These units can be installed in homes with existing ductwork when only one or two rooms need additional heating or cooling. The indoor evaporating unit is installed in each room where homeowners want individualized temperature control. The size of the house and the number of rooms primarily drive the cost. This solution is also more efficient and cost-effective than installing an entire HVAC system with ductwork. Consider factors like repair costs, energy savings, and overall performance when deciding whether to repair or replace your furnace.</p>
<h2>New HVAC Unit Cost</h2>
<p>How you finance your solar panels also affects the cost of the system. Find a network of trusted installers for solar system, solar panels and electricity needs. You might also need to raise the coverage limits to accommodate solar panel replacement costs due to qualifying factors like hail or tornado damage. You could see an increase in your homeowners insurance if you install solar panels, as several studies have shown that solar panels can increase home values. A solar load controller monitors and manages your energy loads and costs around $150 to $500.</p>
<h2>Air Conditioner Installation Cost by Type of Unit</h2>
<p>Some of the top states for home solar incentives include Massachusetts, New Jersey, and Washington D.C.! Join the over 1.5 million Americans who have been connected with trusted solar companies using SolarReviews Even how many stories your home is <a href="https://tax-tips.org/deduction-checklist/">deduction checklist</a> can directly affect the labor required to install the system. How much your neighbor spends on solar won&#8217;t be the same as what you do! If your solar system uses a string inverter, it may need to be replaced. Not all homeowners need to get a new electrical panel when they go solar, but if you live in an older home or your breaker box is too small, you may need to get an upgrade.</p>
<ul>
<li>Attached to the ceiling, these designs cost an average of $2,400 to $5,500 each.</li>
<li>You\u2019ll see the tax credit savings when you file your taxes.\u00a0So for our example, you would pay $19,816 for the installation.</li>
<li>Storm windows are installed on one side of a regular window to offer protection from weather damage while boosting energy efficiency.</li>
<li>How to install and set up Nest Thermostat</li>
<li>On average, heat pumps consume 0.802 kilowatt-hours to 5.102 kilowatt-hours per hour.</li>
<li>Used solar panels will cost less than new solar panels, however, we wouldn\u2019t recommend using them to power your home.</li>
</ul>
<h2>Step 1: Check if your computer has enough space</h2>
<p>Since labor isn’t a major part of the overall ductless mini-split installation cost, it’s almost not worth it for homeowners to try to save a little by doing it on their own. And without all those extra materials, a homeowner might also have lower labor costs for installation. On average, a single-zone mini-split system costs between $2,000 and $8,800 to install. If the condenser can be installed nearby, the total cost could end up being cheaper since the air-handling unit won’t be positioned several rooms away. A mini-split AC installation cost runs about 50 percent less than central AC unit cost, partly due to the lack of ductwork and extra labor needed.</p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/i-dVTDI4LUY' frameborder='0' alt='installation costs' allowfullscreen></iframe></div>
<p>An air conditioner costs $1,500 to $8,000, while a new furnace runs $1,000 to $4,000. New HVAC unit prices range from $1,000 to $10,000, depending on the size and brand. Replacing HVAC ducts costs between $1 and $13 per linear foot, averaging around $3,500 for a full replacement. Furnace replacement costs range from $1,700 to $10,000, depending on the type. Budgeting for this significant investment is crucial, and hiring a professional ensures proper installation and optimal performance. Expect to pay $25 to $60 per square foot, depending on your home&#8217;s size and needs.</p>
<h2>Unit Type</h2>
<p>Racking and mounting equipment attaches solar panels to your roof, but it&#8217;s a relatively low-cost portion of the installation. The panels themselves are probably the first thing that comes to mind when you think about going solar, but solar panels represent less than a third of the total solar equipment costs. The typical home requires about 12 kilowatts (kW) of solar energy to meet its electricity needs, which costs an average of $29,649 before incentives, according to EnergySage data. The average cost for a solar system for a 2,000-square-foot house ranges from $17,900 to $22,100 before accounting for the federal solar tax credit.</p>
<p>The price varies significantly depending on the size of window you choose. Brie Greenhalgh has been a writer and editor for BobVila.com since 2019, advising on home improvement solutions, home products, and renovation costs. HVAC technicians are well trained to avoid such a problem, and they’ll be able to quickly solve any issues that might arise during installation. This can lead to higher energy costs and eventual replacement costs for more powerful units down the road.</p>
<p>Using a solar loan makes solar panels more expensive! Solar panels cost about $21,816 on average when purchased with cash or $26,004 when purchased with a loan for a 7.2 kW system. This cost assumes a 4-ton heat pump, though the price will fluctuate according to other factors. However, pumps are slightly more expensive to purchase and install when compared to furnaces, depending on the size and capacity of the pump. Whether you’re tackling a major renovation or simply upgrading your HVAC system, this rebate is a fantastic way to offset upfront costs. Thanks to federal incentives like the Inflation Reduction Act, homeowners can earn a significant tax credit when upgrading to a qualifying heat pump.</p>
<ul>
<li>When you finance solar panels using a loan, the average cost per watt will be closer to $3.62 per watt installed.</li>
<li>Some antivirus software can prevent Chrome from installing on the computer.</li>
<li>To calculate how long it takes to break even with solar panels, subtract any eligible tax credits from the cost of your solar system, then divide by your yearly household energy bills.</li>
<li>Homeowners can expect to pay between $35 to $100 per hour, or around $140 to $600 total, for their expertise.</li>
<li>Solar panels are usually a good investment; with an average payback period of about 10 years, you can expect 15 years of free solar energy.</li>
<li>Solar inverters convert the energy produced by your solar panels into usable energy for your home.</li>
</ul>
<p>However, the cost of a single solar panel varies depending on the wattage. The best way to determine what solar system size you need for your home is to calculate your energy usage. For a home that needs 30 kWh of electricity per day, you’ll need 14 to 20 solar panels, or a system of around 7 kW. For instance, Austin, Texas, offers a Residential Solar Rebate that allows residents to receive a $2,500 rebate if they complete a course on solar education and install a qualifying solar panel system.</p>
<p>Thin-film panels tend to cost the most in smaller sizes and the least in wide-scale industrial uses. Most home solar systems use monocrystalline solar panels, but for portable applications like RVs, you may choose thin-film panels. The most efficient and best-performing solar panel is the N-type monocrystalline panel, but it comes at a higher cost than your standard monocrystalline or P-type panel. High-efficiency panels may cost more up front than low-efficiency panels, but they’ll pay for themselves over time since you’ll need fewer panels to generate electricity. Commercial and utility solar panels can have much higher efficiencies, as much as 24%, while some lower-quality solar panels may have slightly lower efficiencies of around 17%. However, most residential solar panels range from 18% to 22%.</p>
<p>AC system sizes are measured in tons or British thermal units (BTUs), with 1 ton being the equivalent of 12,000 BTUs per hour. Air source heat pumps are more popular than geothermal systems because they offer similarly high efficiency at a much lower cost. Installing ductless mini-splits can cost anywhere from $1,000 to $14,500 or more, depending on how many units you need. The cost to replace an AC unit is going to depend mostly on the type of AC you’re considering.</p>
<p>To put it simply, high-efficiency heat pumps cost more upfront than their standard, or low-efficiency, counterparts. Some jobs cost as little as $500, while others extend all the way to $20,000. HVAC pros charge anywhere from $75 to $150 per hour and will likely account for 30 to 40% percent of your total budget.</p>
<p>Factors such as usage frequency, installation quality, and environmental conditions can also impact how <a href="https://tax-tips.org/deduction-checklist/">https://tax-tips.org/deduction-checklist/</a> long your furnace will operate safely and efficiently. This price includes removing the old boiler system and installing a new furnace. Relocating a furnace in your house costs between $1,000 and $20,000 or more, depending on the complexity of the move.</p>
<p>Paying in full is a great way to pay off your system because you won’t incur interest fees, but taking out a loan is the next best and most common option due to the high costs of solar panels. A residential solar panel installation permit costs between $75 and $450. For an average 6.5 kW solar system, you’ll spend anywhere from $16,600 to $20,500 before accounting for tax credits or rebates. Solar panel costs range from $16,600 to $20,500 for the average 6.5 kW system, but prices can vary from as little as $7,700 for smaller solar systems to upward of $34,700 for larger systems. A DIY solar installation will cost somewhere between $9,000 and $15,000, depending on the system size and equipment used. When you install solar yourself, you don\u2019t have to pay labor costs, customer acquisition costs, or installer profit margins.</p>
<p>Another benefit of mini-split systems is that they can be installed in older  homes that simply can’t accommodate the infrastructure needed for central air. These units also don’t require any other major construction projects for installation, unlike some homes that need modification to make room for ducts. This type of installation is recessed with the grill flush to the ceiling. A floor-mounted mini-split unit typically costs between $1,300 and $4,000.</p>
<p>Storm windows are installed on one side of a regular window to offer protection from weather damage while boosting energy efficiency. Depending on size, sliding windows cost between $250 and $1,800 each. The type of window you install greatly affects the project&#8217;s final price.</p>
<p>Through this tax credit, you’ll receive a one-time rebate equal to 30% of the cost of your solar system on your tax return if you install by 2032. Each one offers potential savings that can lower the long-term or upfront costs of installing solar panels. To calculate how long it takes to break even with solar panels, subtract any eligible tax credits from the cost of your solar system, then divide by your yearly household energy bills.</p>
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		<title>What is the opposite of assign?</title>
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		<dc:creator><![CDATA[Proteína Digital]]></dc:creator>
		<pubDate>Fri, 23 Jul 2021 19:09:29 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Before we find the opposite, let&#8217;s quickly review what assign means. Let’s dive in and unpack everything you need to know about the opposite of assign. Whether you&#8217;re a student trying to improve your vocabulary or a teacher looking for clear explanations, this guide has got you covered. This connection may be general or specific, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Before we find the opposite, let&#8217;s quickly review what assign means. Let’s dive in and unpack everything you need to know about the opposite of assign. Whether you&#8217;re a student trying to improve your vocabulary or a teacher looking for clear explanations, this guide has got you covered. This connection may be general or specific, or the words may appear frequently together. At GrammarHost.com, we make grammar easy to understand so learners can write better, speak clearer, and express themselves with confidence.</p>
<p>Now, go ahead and apply these insights in your writing or daily conversations. Practice regularly, pay attention to context, and don’t shy away from experimenting with new words. Reject emphasizes refusing or declining to accept an assignment initially offered.</p>
<h2>Are you a human thesaurus?</h2>
<ul>
<li>Search for synonyms and antonyms</li>
<li>If you&#8217;ve ever wondered what the opposite of &#8220;assign&#8221; is — whether for writing, speaking, or understanding grammar — you&#8217;re not alone.</li>
<li>There are many contributing factors, but if forced to assign blame, &#8220;tech wouldn&#8217;t be my first culprit,&#8221; argues Amit.</li>
<li>Find the synonyms or antonyms of a word</li>
<li>Assigning work implies directing tasks to specific individuals, whereas the contrary involves allowing team members to choose their tasks.</li>
<li>This avoids repetitions in a sentence without changing its meaning.</li>
</ul>
<p>&#8220;Withdraw&#8221; is another key antonym, particularly when emphasizing the act of pulling back or retracting. Definition of &#8220;Unassign&#8221; It indicates removing an assignment that was previously given.</p>
<p>Comprehensive resource for word definitions and usage Over 500,000 expert-authored dictionary and thesaurus entries Browse related words to learn more about word associations.</p>
<ul>
<li>Learn when and how to use these words with these examples!</li>
<li>Our mission is to help writers, students, and professionals express their ideas with clarity, accuracy, and confidence.</li>
<li>Definition of &#8220;Unassign&#8221;</li>
<li>This entails the act of retracting or taking away specific assignments, duties, or roles from a particular individual or entity.</li>
<li>Through my work, I help writers, students, and professionals polish their grammar, refine their style, and express their ideas with confidence.</li>
<li>Knowing the opposite of &#8220;assign&#8221; isn’t just about memorizing words.</li>
</ul>
<p>Today, I want to talk about a word that often comes up in grammar discussions but isn’t always explained clearly—the opposite of assign. Search for synonyms and antonyms Whether you’re unassigning a task in a software system, relinquishing a role in a team, or revoking permissions, choosing the right term makes a difference. Similarly, multiple actions like assigning, unassigning, or relinquishing should follow logical order and tense consistency.</p>
<p>Having a strong grasp of opposites also improves your writing, making it more nuanced and accurate. Have you ever wondered what the opposite of &#8220;assign&#8221; is? I started this site to make English learning simple, practical, and enjoyable for students, teachers, and self-learners around the world.</p>
<p>Happy writing and communicating! Keep practicing, and soon, you’ll effortlessly navigate between assign and its opposites with confidence. This helps you pick the right word based on <a href="https://racksparaguay.com.py/employee-retention-credit-guide-and-faqs/">https://racksparaguay.com.py/employee-retention-credit-guide-and-faqs/</a> the situation.</p>
<h2>Opposite of Scorn: Unlocking the Power of Appreciation and Respect in Communication</h2>
<p>While not always standard in everyday language, &#8220;unassign&#8221; is increasingly used, especially in digital or technical contexts. That’s where understanding the antonyms and related concepts becomes essential. Synonyms-thesaurus.com is more than 70,800 synonyms and 47,200 antonyms available.</p>
<p>For example, you might need to say, &#8220;I have unassigned that task&#8221; or &#8220;she relinquished her responsibilities.&#8221; While &#8220;unassign&#8221; is more direct and commonly used in professional and technical contexts, &#8220;relinquish&#8221; conveys a broader sense of willingly giving up control or <a href="https://accounting-services.net/antonym-of-assign/">assign antonym</a> responsibility. Through grammar guides, vocabulary tips, essays, and stories, I aim to help you build confidence in both writing and speaking English. Understanding antonyms like &#8220;withdraw,&#8221; &#8220;revoke,&#8221; or &#8220;reject&#8221; helps you communicate precisely.</p>
<h2>Antonyms in Idioms and Phrases: A Complete Guide to Understanding Opposites in Context</h2>
<p>In what contexts can ascribe take the place of assign?</p>
<p>This knowledge is especially useful in professional environments, academic writing, and everyday conversations. Whether you&#8217;re delegating tasks, clarifying responsibilities, or describing changes in roles, knowing the right opposite term helps you express actions precisely. &#8220;Unassign&#8221; means to remove or revoke a previously given task or responsibility.&#8221;Relinquish&#8221; involves voluntarily giving up or surrendering something assigned to you. If you&#8217;re ready to expand your English vocabulary and sharpen your language skills, keep reading! We provide clear grammar explanations, vocabulary building guides, phrasal verbs, idioms, essays, stories, and real-life conversation examples. Remember, the best communication is precise, and expanding your vocabulary helps you do just that!</p>
<h2>Unlocking the Mysteries of Locust Collective Nouns: The Complete Guide</h2>
<p>A synonym is a word, adjective, verb or expression that has the same meaning as another, or almost the same meaning. Assigning work implies directing tasks to specific individuals, whereas the contrary involves allowing team members to choose their tasks. Practice and let us know if you have any questions regarding ASSIGN antonyms. Antonyms can provide valuable insight into the nuances of language and help individuals express thoughts or ideas more precisely. Antonyms are words with opposite meanings to a given word. French-English dictionary, translator, and learning</p>
<p>Understanding the opposite of assign isn’t just about vocabulary expansion; it helps in clarity, especially in professional writing and communication. Using precise words like &#8220;unassign,&#8221; &#8220;relinquish,&#8221; or &#8220;revoke&#8221; instead of generic terms makes your writing more professional and believable. By exploring antonyms for assign, individuals can expand their vocabulary and communicate with greater clarity and accuracy. The opposite of the verb “assign,” the antonyms of assign focus on undoing or eliminating preassigned tasks, duties, or responsibilities. The antonyms of assign refer to actions that involve disassociating, unallocating, or disallowing the designation or allocation of tasks, responsibilities, or properties.</p>
<p>Understanding antonyms can also enhance critical thinking skills by prompting individuals to consider different perspectives and interpretations of a concept. This approach empowers individuals to align their skills and interests with their responsibilities, leading to increased engagement and productivity. By allowing individuals the freedom to self-select their roles or tasks, a sense of ownership and motivation can be fostered.</p>
<p>Bronstein’s killing was one of three cases in which Hochman assigned new prosecutors in the months before a trial started or a plea deal was reached. There are many contributing factors, but if forced to assign blame, &#8220;tech wouldn&#8217;t be my first culprit,&#8221; argues Amit. Examples are provided to illustrate real-world usage of words in context. While in some cases nearly identical to assign, impute suggests ascribing something that brings discredit by way of accusation or blame.  When is it sensible to use impute instead of assign? Where would credit be a reasonable alternative to assign?</p>
<h2>Complete Dictionary of Synonyms and AntonymsRate these synonyms:1.0 / 1 vote</h2>
<p>The words blockage, encumbrance, handicap are antonyms for &#8220;help&#8221;. An antonym is a word, adjective, verb or expression whose meaning is opposite to that of a word. The antonyms of assign are withhold, keep, and retain.</p>
<p>Now, with that understanding, we can recognize that the opposite would involve taking away or rejecting that allocation or responsibility. Before exploring the opposite, let’s clarify what &#8220;assign&#8221; actually means. Antonyms are used to express the opposite of a word. This avoids repetitions in a sentence without changing its meaning. Synonyms are other words that mean the same thing.</p>
<p>For instance, unassign is the most direct and specific opposite in workplace or task settings. If you&#8217;ve ever wondered what the antonym of assign is and how to use it properly, you’re in the right place. Keep expanding your vocabulary, and your communication skills will flourish! Understanding the opposite of &#8220;assign&#8221; involves more than just memorizing one word. Using these terms correctly involves understanding their positioning in sentences.</p>
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