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	<title>Bookkeeping Archivos | RD Express servicio tecnico oficial dental</title>
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	<description>Reparación y venta de instrumental rotatorio dental</description>
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	<title>Bookkeeping Archivos | RD Express servicio tecnico oficial dental</title>
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		<title>What is Trend Analysis?</title>
		<link>https://rdexpress.es/what-is-trend-analysis/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Fri, 05 Sep 2025 07:41:11 +0000</pubDate>
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					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>Learn how accounting trend analysis reveals financial patterns, providing vital insights into a company&#8217;s evolving performance. As part of a company’s management team, you can present this information to leadership to guide decision-making. Trend analysis helps you see where your company is growing and where you are experiencing challenges. This type of analysis is typically [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/what-is-trend-analysis/">What is Trend Analysis?</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
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										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="what is trend analysis" 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"/></p>
</p>
<p>Learn how accounting trend analysis reveals financial patterns, providing vital insights into a company&#8217;s evolving performance. As part of a company’s management team, you can present this information to leadership to guide decision-making. Trend analysis helps you see where your company is growing and where you are experiencing challenges.</p>
</p>
<p>This type of analysis is typically used to analyze the performance of a particular security, such as a stock or bond, over a given period of time. By studying trends in data, investors can make informed decisions about whether to buy, sell, or hold a particular security. Trend <a href="https://www.accountingcoach.com/blog/trend-analysis">what is trend analysis</a> analysis can thus incorporate a variety of data sources, including price charts, financial statements, economic indicators, and market data. Business forecasting involves predicting future trends, outcomes, or events based on historical data and analytical techniques.</p>
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<p>They may be used on all time frames, and have variables that can be adjusted to suit each trader&#8217;s specific preferences. They divide data into bins and display the frequency or density of data points within each bin. Area charts&nbsp;are similar to line charts but provide a visual representation of the area beneath the lines. They are instrumental in showing cumulative data, such as the total sales over a period. Using &#8216;matplotlib&#8217; libary to craete and display a plot ofa synthetic dataset of daily prices.</p>
<p><h2>What Is Trend Analysis in Accounting?</h2>
</p>
<ul>
<li>Trend analysis focuses on identifying existing patterns and understanding past data, while forecasting uses those patterns to predict future outcomes.</li>
<li>Trend analysis involves collecting the information from multiple periods and plotting the collected information on a horizontal line to find actionable patterns from the given information.</li>
<li>The company’s stock price has been increasing on a daily basis for the last 7 days, by 0.02% a day.</li>
<li>By carefully choosing data points that reflect the essence of the phenomenon under scrutiny, analysts can ensure the accuracy and relevance of the identified trends, laying the groundwork for meaningful insights.</li>
<li>Mr. Nolan determined that this is an uptrend, since in the past, whenever the company has had this increases the uptrend has endured for more than 3 months.</li>
</ul>
</p>
<p>Recognizing and mitigating the impact of downward trends is crucial for businesses to maintain stability and resilience in challenging market conditions. By identifying the root causes of the downward trajectory, companies can implement strategies to minimize losses, streamline operations, and explore new revenue streams. Proactively addressing the challenges posed by downward trends allows businesses to adapt and evolve, ensuring their long-term sustainability and success in dynamic market environments.</p>
<p><h2>Interpreting Accounting Trends</h2>
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<p>Often, the analysis is conducted via computer analysis and modeling of relevant data and is tied to market momentum. As a cutting-edge platform, Appinio empowers businesses to harness real-time consumer insights for rapid, data-driven decision-making. Say goodbye to lengthy research processes and hello to actionable insights in minutes. In the field of public health, trend analysis plays a critical role in monitoring and managing disease outbreaks. Epidemiologists track the spread of diseases like COVID-19 by analyzing infection rates, hospitalizations, and mortality data over time. This information guides the implementation of public health measures and vaccine distribution strategies.</p>
<p><h2>Bigtable vs. BigQuery: A Comprehensive Comparison for Data Management and Analytics</h2>
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<p>This involves drawing conclusions, making recommendations, and determining how the insights can inform decision-making and strategy. Discover what trend analysis means in business, how to track trends, and how this information can be helpful for your company. AIM Technologies specializes in delivering AI-powered consumer and market intelligence, empowering businesses to reinvent themselves in a noisy and unpredictable world. Our advanced technologies decipher complex data, enabling you to make sense of the ever-changing landscape and confidently transform your business strategies. Interpreting trends requires a deep understanding of the underlying factors influencing market dynamics.</p>
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<p>The three main types of trends relate to financial implications and the effects they have on your business. By working in this field, you can help your company predict what clients are looking for currently and in the future to keep it successful. These may include internal business data (such as sales reports, website analytics, and customer feedback), industry reports, market research, social media trends, and economic indicators. The quality and relevance of data play a crucial role in ensuring accurate trend analysis.</p>
<ul>
<li>By harnessing the power of trend analysis, businesses, and individuals can gain a competitive edge and navigate uncertain environments with confidence.</li>
<li>With the integration of machine learning algorithms, healthcare providers can enhance diagnostic accuracy, predict disease outbreaks, and customize treatment plans based on individual patient profiles.</li>
<li>By examining historical stock prices, they can identify trends such as bullish (upward) or bearish (downward) markets.</li>
<li>A straightforward and successful strategy that can assist traders in identifying the main market changes and producing steady earnings is trend trading.</li>
<li>Recapping the journey downward trend,, we recognize that the ability to discern patterns, anticipate shifts, and project into the future is not a luxury but a necessity.</li>
<li>Within finance, accountants often use it to analyze the company’s financial statements and to identify trends or inconsistencies that could impact the company’s financial performance.</li>
</ul>
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<p>As you can see, trend analysis can play a significant role in the future of a business. Based on historical analysis, this technique looks for patterns and highlights issues that might be holding a company back. Generally, any manager and their team can use trend analysis in their performance management.</p>
</p>
<p>Overall, trend analysis is an indispensable tool for organizations seeking to navigate a dynamic and ever-changing environment effectively. By understanding past trends and anticipating future developments, organizations can position themselves for success and achieve their objectives. For forecasting, estimated financial statements trend analysis is used for the head where no significant changes have happened. For example, suppose employee expense is taken 18 % of the revenue, and considerable changes have not been made in the employees, then for estimated financial statements.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="what is trend analysis" 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"/></p>
</p>
<p>Technical analysis focuses on analyzing price charts and trading volumes to forecast future price movements in financial markets. It utilizes various tools such as moving averages, trendlines, and momentum indicators to identify trends and potential entry or exit points. Sales trend analysis is the process of evaluating sales data to detect patterns over time. It is often used to identify peak sales periods, understand customer purchasing behaviors and forecast future sales.</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/what-is-trend-analysis/">What is Trend Analysis?</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Unearned revenue definition, explanation, journal entries, examples</title>
		<link>https://rdexpress.es/unearned-revenue-definition-explanation-journal/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Wed, 27 Aug 2025 12:01:24 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://rdexpress.es/?p=23809</guid>

					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>You won’t see accrued revenue on the books for very long in most businesses. That’s because accrued revenue only exists when money has been earned, but not yet invoiced. Here is everything you need to know about unearned revenue and how it affects your small business. Unearned sales are most significant in the January quarter, [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/unearned-revenue-definition-explanation-journal/">Unearned revenue definition, explanation, journal entries, examples</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="what is unearned revenue" 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"/></p>
</p>
<p>You won’t see accrued revenue on the books for very long in most businesses. That’s because accrued revenue only exists when money has been earned, but not yet invoiced. Here is everything you need to know about unearned revenue and how it affects your small business. Unearned sales are most significant in the January quarter, where most of the large enterprise accounts buy their subscription services. Continuing with the gym example, $100 of revenue would be recognized monthly for six months.</p>
<ul>
<li>Explain the accounting process for recording unearned revenue in journal entries.</li>
<li>It is essential to understand that while analyzing a company, Unearned Sales Revenue should be taken into consideration as it is an indication of the growth visibility of the business.</li>
<li>One of the main advantages of using deferred revenue is to apply the accrual concept in practice.</li>
<li>Concurrently, a Revenue account is credited for $100, reflecting the portion of the service delivered and earned.</li>
<li>At the same time, the company can list the payment as part of their revenue or income.</li>
</ul>
<p><h2>What is Deferred Revenue?</h2>
</p>
<p>Difference Between Revenues and Unearned Revenues Earned revenue is the revenue received or accrued for the services provided or products delivered during a financial year. Unearned revenues represent the cash proceeds from the clients for which the services will be provided in the future. The most basic example of unearned revenue is that of a magazine subscription. When we register for an annual subscription of our favorite magazine, the sales received by the company is unearned.</p>
</p>
<p>This mainly occurs in the case where the company procures goods and services and then chooses to pay for them at a later time period. “Deferred revenue” and “unearned revenue” are generally interchangeable terms that describe the same accounting concept. The reason for the existence <a href="https://www.accountingcoach.com/blog/unearned-revenue-unrecorded-revenue">what is unearned revenue</a> of two terms for the same concept often stems from historical usage, industry preferences, or simply as synonyms. Revenue in Salesforce consists of billing to customers for their subscription services. Most of the subscription and support services are issued with annual terms resulting in unearned sales. As an example, we note that Salesforce.com reports unearned revenue as a liability (current liabilities).</p>
</p>
<p>For projects completed in stages, revenue might be recognized based on the percentage of completion, while for specific deliverables, it is recognized upon delivery. This process ensures that financial statements accurately reflect the portion of the service or product that has been delivered. Because there is a possibility that the services may not be performed they present a risk to the company.</p>
<p><h2>Is unearned revenue accounts receivable?</h2>
</p>
<p>It signifies a future claim against the business until the exchange is completed. In accounting, understanding when revenue is recognized is fundamental. Revenue is recorded when earned, not necessarily when cash is received. 1.Deferred and unearned revenue is the same accounting principle in Accrual Accounting.</p>
</p>
<p>Therefore, you will debit the cash entry and credit unearned revenue under current liabilities. After you provide the products or services, you will adjust the journal entry once you recognize the money. After the goods or services have been provided, the unearned revenue account is reduced with a debit. The credit and debit will be the same amount, following standard double-entry bookkeeping practices. Unearned revenue is the revenue a business has received for a product or service that the business has yet to provide to the customer.</p>
</p>
<p>Accrual income or accrued revenue is the opposite of deferred revenue. It is the revenue that has not yet been received from the client after delivering goods or services. Since ABC Company is yet to deliver the subscription services and it will take 6 months to fulfill the obligation, it will record a deferred revenue. One of the main advantages of using deferred revenue is to apply the accrual concept in practice. Many companies need to receive advance payment to get things going first. Deferred revenue or unearned revenue is essentially the same type of income.</p>
</p>
<p>Proper reporting and recording of unearned revenue ensures accuracy in financial statements and compliance with accounting standards. This section outlines how it is classified, where it appears on financial reports, and how it is treated in journal entries. Under the accounting equation, liabilities represent claims against the company’s assets. Unearned revenue fits this category because it involves future performance tied to the cash received. Therefore, when a company records unearned revenue, it increases its liabilities on the balance sheet. In cash accounting, revenue and expenses are recognized when they are received and paid, respectively.</p>
</p>
<p>Two weeks later, when the project is finished, the business makes an adjusting entry, which debits $500 from the unearned revenue account and credits the revenue account $500. Yes, unearned revenue is usually listed as a current liability on your balance sheet. This reflects the fact that this form of revenue functions as a debt to a client or customer until you deliver the product or service they have paid for. It&#8217;s a liability because it is a debt that&#8217;s still owed to the customer via the delivery of goods and services.</p>
<ul>
<li>Unearned revenue is any payment made in advance, for example, retainers for ongoing services, annual subscriptions, vouchers, gift cards or prepaid rent.</li>
<li>Until you “pay them back” in the form of the services owed, unearned revenue is listed as a liability to show that you have not yet provided the services.</li>
<li>Baremetrics is a business metrics tool that provides 26 metrics about your business, such as MRR, ARR, LTV, total customers, and more.</li>
<li>When a customer pays in advance for a product or service, the business must record this transaction as unearned revenue, reflecting its obligation to fulfill the order.</li>
</ul>
</p>
<p>As a result of this prepayment, the seller has a liability equal to the revenue earned until the good or service is delivered. This liability is noted under current liabilities, as it is expected to be settled within a year. A variation on the revenue recognition approach noted in the preceding example is to recognize unearned revenue when there is evidence of actual usage. For example, Western Plowing might have instead elected to recognize the unearned revenue based on the assumption that it will plow for ABC 20 times over the course of the winter. Thus, if it plows five times during the first month of the winter, it could reasonably justify recognizing 25% of the unearned revenue (calculated as 5/20).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="what is unearned revenue" 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</p>
<p>An all-in-one company management platform that lets you focus on building your business, not administrative tasks. Baremetrics provides you with all the revenue metrics you need to track. This can be anything from a 30-year mortgage on an office building to the bills you need to pay in the next 30 days. Integrating this innovative tool can make financial analysis seamless for your SaaS company, and you can&nbsp;start a free trial today. If you are unfamiliar with ASC 606, I strongly recommend you read the related article for now and take the time to go over the entire document with your accountant at some point.</p>
</p>
<p>After James pays the store this amount, he has not yet received his monthly boxes, so Beeker’s Mystery Boxes would record $240 as unearned revenue in their records. James enjoys surprises, so he decides to order a six-month subscription service to a popular mystery box company from which he will receive a themed box each month full of surprise items. James pays Beeker’s Mystery Boxes $40 per box for a six-month subscription totalling $240. Every business will have to deal with unearned revenue at some point or another. Small business owners must determine how best to manage and report unearned revenue within their accounting journals.</p>
</p>
<p>According to the accounting reporting principles, unearned revenue must be recorded as a liability. The business has not yet performed the service or sent the products paid for. If a business entered unearned revenue as an asset instead of a liability, then its total profit would be overstated in this accounting period. The accounting period were the revenue is actually earned will then be understated in terms of profit. Explore the concept of unearned revenue, a key accounting liability for future obligations. You will, therefore, need to make two double-entries in your business’s records when it comes to unearned revenue, once when it is received, and again when it is earned.</p>
</p>
<p>In our previous example, this would be whenever the magazine company actually sends out the next issue of its magazine. Some landlords may also offer a better rate for prepaying part or all of a lease term in advance. Shaun Conrad is a Certified Public Accountant and CPA exam expert with a passion for teaching. After almost a decade of experience in public accounting, he created MyAccountingCourse.com to help people learn accounting &amp; finance, pass the CPA exam, and start their career. From sole traders who need simple solutions to small businesses looking to grow.</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/unearned-revenue-definition-explanation-journal/">Unearned revenue definition, explanation, journal entries, examples</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>RUN Powered by ADP® Payroll Software</title>
		<link>https://rdexpress.es/run-powered-by-adp-payroll-software-11/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Tue, 22 Apr 2025 23:31:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://rdexpress.es/?p=24137</guid>

					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>This federal hourly paycheck calculator is perfect for those who are paid on an hourly basis. Divide the sum of all assessed taxes by the employee’s gross pay to determine the percentage of taxes deducted from a paycheck. Taxes can include FICA taxes , as well as federal and state withholding information found on a [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/run-powered-by-adp-payroll-software-11/">RUN Powered by ADP® Payroll Software</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>This federal hourly paycheck calculator is perfect for those who are paid on an hourly basis. Divide the sum of all assessed taxes by the employee’s gross pay to determine the percentage of taxes deducted from a paycheck. Taxes can include FICA taxes , as well as federal and state withholding information found on a W-4.</p>
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"/></p>
<h2>Offer a touchless clocking experience.</h2>
<ul>
<li>This year, HR teams must adapt to a complex, rapidly changing business environment.</li>
<li>The calculators on this website are provided by Symmetry Software and are designed to provide general guidance and estimates.</li>
<li>I stay extremely busy in the field, and I do not prefer to carry my laptop around in the car with me, just for safety/security reasons.</li>
<li>You can develop a single app for iPhone, Android phones and tablets.</li>
<li>Meet Roll by ADP, the chat-based payroll app with advanced GenAI technology for next-level small business payroll management, now featuring smart HR assistance.</li>
</ul>
<p>Very few plans offer it, but for those that do, any such after-tax contributions must be added to the company match when performing the ACP test. ADP offers an <a href="https://adprun.net/changing-payroll-providers/">runadppayrolllogin</a> unmatched HCM system to meet the needs of global businesses. To stay competitive, businesses need to be agile and adaptable. This flexibility is what enables medium businesses to scale into large businesses and large businesses to continue to grow. ADP is taking workforce management challenges and turning them into performance-enhancing opportunities.</p>
<h2>RUN Powered by ADP® is #1 on G2’s Best Software Products for Small Business</h2>
<p>Adding value through our services and giving you time back to focus on running your business is what we strive for. From the login page and follow the instructions to answer a series of security questions. Then, your user ID will be displayed and you can log in to the application.</p>
<ul>
<li>Pay your people in just minutes, with an intuitive platform.</li>
<li>ADP offers an unmatched HCM system to meet the needs of global businesses.</li>
<li>Our software offers complimentary tax filing and compliance support.</li>
<li>Activation					When your account is first created, you will receive an email that contains a temporary password.</li>
<li>For large businesses, especially those operating globally, compliance is a maze of complicated regulations.</li>
<li>You can also give your employees real-time mobile access to schedules, hours worked, and vacation balances.</li>
</ul>
<p>Pay your people in just minutes, with an intuitive platform. Convenient HR and hiring tools also help you grow and manage your team. Hello, our team would appreciate the opportunity to connect with you to understand your concerns. Please email us at with details of your account information and someone will reach out. What To Do if You Are Locked Out						Please contact your company&#8217;s administrator to have your password reset. You can choose to donate it through Charity on Top or to purchase a gift from any of 250 retailers through Gyft.</p>
<h2>RUN Powered by ADP® payroll and HR platform</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="runadppayrolllogin" 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"/></p>
<p>This lowers your administrative burden by streamlining payroll, time and labor, and benefits. Enable limited access for your employees to save your time and theirs. Meet Roll by ADP, the chat-based payroll app with advanced GenAI&nbsp;technology for next-level small business payroll management, now featuring smart HR assistance. You can also give your employees real-time mobile access to schedules, hours worked, and vacation balances. Retirement and Insurance benefits are key to retention and also positing your company as more favorable. We’ll help you select and design a plan that fits your budget and employee needs.</p>
<p>Gross-Up Calculator Use the gross up pay calculator to “gross up” wages based on net pay. Using take-home pay, calculate the gross that must be used when calculating payroll taxes. The calculators on this website are provided by Symmetry Software and are designed to provide general guidance and estimates. These calculators should not be relied upon for accuracy, such as to calculate exact taxes, payroll or other financial data. Neither these calculators nor the providers and affiliates thereof are providing tax or legal advice. You should refer to a professional adviser or accountant regarding any specific requirements or concerns.</p>
<h2>Make clocking in and out easy.</h2>
<p>RUN has helped me organize my team in my growing business. It is easy to set up payroll, run payroll, and retrieve reports. I have contacted customer service with questions, and they have been helpful and have gone above and beyond to explain things or help me. RUN makes it easier for me to operate my business because it saves me more than 20 hours a month.</p>
<h2>Help &amp; Support</h2>
<p>This powerful tool does all the gross-to-net calculations to estimate take-home pay in all 50 states. For more information, see our salary paycheck calculator guide. PaycheckCity delivers accurate paycheck calculations to tens of millions of individuals, small businesses, and payroll professionals every year. Take home pay is calculated based on up to six different hourly pay rates that you enter along with the pertinent federal, state, and local W4 information. Manual time tracking has a margin for error that businesses simply cannot afford.</p>
<h2>Reset an Employee Password</h2>
<p>From basic payroll to a full suite of HR tools and services, get what you need, when you need it with our RUN Powered by ADP® platform. Administrator Registration On the Login page, click CREATE ACCOUNT. Are you a mature business that needs to decide between a bringing in 1099 vs w2 talent? With iBuildApp App Maker, one mobile app is all it takes to reach your customers. You can develop a single app for iPhone, Android phones and tablets. Activation					When your account is first created, you will receive an email that contains a temporary password.</p>
<p>Additionally, ADP offers employee and manager self-service to save time. Our intelligent HR solutions will help you make informed business decisions in less time. You can align performance and incentives with business goals to ensure the company is not overspending and investing resources wisely. Some plans include “traditional” after-tax contributions by employees. This feature dates back several decades and is different from the Roth feature.</p>
<p>ADP allows you to easily add employees and review their data in a centralized dashboard. If you have over 49 employees, tax regulations and filings can become more complicated. Our software offers complimentary tax filing and compliance support.</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/run-powered-by-adp-payroll-software-11/">RUN Powered by ADP® Payroll Software</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What Is a FOB Price in Shipping and Accounting?</title>
		<link>https://rdexpress.es/what-is-a-fob-price-in-shipping-and-accounting/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Fri, 04 Oct 2024 18:58:03 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://rdexpress.es/?p=23147</guid>

					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>We have fobs available for most makes and models, so you&#8217;re sure to find the right one for your car. ❌ Limited Control Over Freight Process – Buyers may have less control over delivery speed. ❌ Longer Revenue Recognition – Sellers must wait until buyers confirm delivery. Risks and Disadvantages of FOB Destination While FOB [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/what-is-a-fob-price-in-shipping-and-accounting/">What Is a FOB Price in Shipping and Accounting?</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>We have fobs available for most makes and models, so you&#8217;re sure to find the right one for your car. <img src="https://s.w.org/images/core/emoji/15.0.3/72x72/274c.png" alt="❌" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Limited Control Over Freight Process – Buyers may have less control over delivery speed. <img src="https://s.w.org/images/core/emoji/15.0.3/72x72/274c.png" alt="❌" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Longer Revenue Recognition – Sellers must wait until buyers confirm delivery.</p>
<h2>Risks and Disadvantages of FOB Destination</h2>
<p>While FOB Shipping Point typically relieves the seller of transportation costs and risks post-shipment, it could also deter buyers who prefer more security or less logistical hassle. Additionally, the seller could miss out on bulk shipping discounts available for larger consignments. It’s a balancing act between lowering operational burdens and maintaining an appealing offer for potential customers.</p>
<p>By leveraging <a href="https://accounting-services.net/what-does-039-fob-039-mean-as-in-key-fob/">what does fob stand for in accounting</a> the expertise of logistics companies, managing freight agreements, and being aware of potential congestion issues, all parties involved can ensure a seamless FOB shipping process. For example, when shipping goods to Vancouver under an FOB designation, awareness of local import duties and waterway shipments protocols is critical. Clear communication regarding destination transactions and reimbursement policies helps prevent costly misunderstandings. FOB shipping involves a variety of risks, such as shipment loss or theft during transit.</p>
<ul>
<li>If the goods are damaged in transit, the supplier should file a claim with the insurance carrier, since the supplier has title to the goods during the period when the goods were damaged.</li>
<li>FOB (Free On Board) terms play a crucial role in accounting, particularly in the areas of revenue recognition, inventory management, and the preparation of financial statements.</li>
<li>It&#8217;s not unusual for the sale contract to treat the sale differently from the ledger.</li>
<li>Businesses should ensure compliance with accounting standards and accurately reflect ownership, liabilities, revenue, and inventory based on the applicable FOB terms.</li>
</ul>
<h2>What Does FOB Mean in Shipping Terms?</h2>
<p>This centuries-old shipping term has evolved into a critical concept of determining reliability and ownership transfer. The internationalization of markets and technological progress in logistics, distribution, and communication mean this affects almost every product consumers buy. Accurate record-keeping and clear communication between buyers and sellers are critical to avoid discrepancies. Many companies use enterprise resource planning (ERP) systems to automate FOB transaction recording, ensuring compliance and reducing errors. These systems often integrate with shipping software, streamlining the accounting process.</p>
<h2>FOB and Inventory Management</h2>
<p>To safeguard against these risks, having a comprehensive freight agreement and understanding the specific liabilities defined under FOB conditions is crucial. If you use accrual accounting and the buyer doesn&#8217;t pay, you have to report this in your accounts receivable. Say the buyer defaulted on a $3,000 toy shipment after you entered it in your ledgers. You cut $3,000 from accounts receivable and enter $3,000 in the bad debt expense account. If you know from experience that, say, 7 percent of your accounts receivable won&#8217;t be paid, you set up an «allowance for doubtful accounts» entry in your records. Subtracting 7 percent of accounts receivable on your financial statements gives you a more realistic view of how much income to expect.</p>
<h2>FOB destination means the seller pays all costs</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="what does fob stand for in accounting" 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"/></p>
<p>One such term that significantly affects these operations is “FOB Destination.” This concept determines how goods are shipped and influences payment arrangements and accounting practices. Recognizing its implications helps companies ensure smoother transactions and compliance with financial reporting standards. Overall, FOB is a vital aspect of accounting as it impacts revenue recognition, inventory management, and the preparation of financial statements.</p>
<p>FOB terms are typically included in shipping orders and contracts, detailing the time and place of delivery, payment terms, and which party handles freight costs and insurance. Indicating «FOB port» means that the seller pays for transportation of the goods to the port of shipment, plus loading costs. The buyer pays the cost of marine freight transport, insurance, unloading, and transportation from the arrival port to the final destination. The passing of risks occurs when the goods are loaded on board at the port of shipment.</p>
<p>Ownership of a cargo is independent of Incoterms, which relate to delivery and risk. In international trade, ownership of the cargo is defined by the contract of sale and the bill of lading or waybill. While FOB shipping point does transfer risk to the buyer, it may affect a seller’s reputation and sales conversion rate.</p>
<p>Read all contracts carefully, calculate potential costs, purchase insurance—and consider negotiating additional terms in your shipping or sales agreement to protect against losses. CFR&nbsp;or “cost and freight” means that a seller agrees to arrange export and pay for the costs of shipping—but not for insurance, so the buyer takes on the risk of losses once the goods are onboard. It is important to note that FOB terms only apply to the transportation and delivery of goods. They do not encompass other aspects of the transaction, such as payment or pricing. These terms are typically agreed upon between the buyer and seller in the sales contract or purchase agreement.</p>
<h2><img src="https://s.w.org/images/core/emoji/15.0.3/72x72/1f30d.png" alt="🌍" class="wp-smiley" style="height: 1em; max-height: 1em;" /> FOB Destination in International Trade</h2>
<ul>
<li>The seller can report $200,000 in accounts receivable and deduct $200,000 from the inventory account.</li>
<li>Even those in the shipping industry with knowledge of freight shipping terminology often are confused as to the true meaning.</li>
<li>Discrepancies could affect inventory valuation under GAAP and IFRS, influencing financial metrics like inventory turnover ratios and stock management decisions.</li>
<li>The transfer of title may occur at a different time (or event) than the FOB shipping term.</li>
<li>Both CIF and FOB are agreements used for international shipping when products are transported between a seller and buyer.</li>
</ul>
<p>Beyond the classic FOB Shipping Point and Destination, you might bump into variations tailored for specific scenarios. Terms like “FOB Origin” underscore that the seller’s job ends at the goods’ departure point. There’s “FOB Freight Prepaid,” where the seller pays for shipping but transfers risk to the buyer upon shipment. Then there’s “FOB Freight Collect,” quite the opposite, with the buyer handling shipping costs post-departure. Each tweak in the term fine-tunes the balance of cost and risk between buyer and seller, transforming it to fit the unique rhythm of their business dance.</p>
<p>Or, the responsibility can transfer to the buyer once he or she receives the goods if there is a FOB Destination agreement in place. FOB Destination means that the ownership of the products transfer from the seller to the buyer only when the goods arrive at the buyer’s location, in good condition. FOB Destination is more beneficial to the buyer, whereas FOB Shipping Point benefits the seller. For example, if a company was shipping its goods to New York City, it would be written out as FOB New York. Another disadvantage of FOB Origin is that the buyer is wholly responsible for arranging and managing transportation.</p>
<p>In FOB Shipping Point accounting, the seller records the sale once the goods are shipped, recognizing revenue and reducing inventory accordingly. The buyer records the purchase and includes the inventory only upon receipt of the goods. This ensures that neither party overstates nor understates their financial statements. Now assume that a seller quoted $975 FOB destination and the seller loaded the goods onto a common carrier on December 30. Also assume that the goods are on the truck until January 2, when they are unloaded at the buyer’s location.</p>
<p>For buyers, understanding shipping charges is essential for calculating the landed cost of goods, which includes the purchase price, shipping, handling, and applicable duties or taxes. Accurate calculations are critical for financial reporting and inventory valuation. FOB Destination is a buyer-friendly shipping term where the seller is responsible for transportation, risk, and cost until goods reach the buyer’s location.</p>
<p>Buyers under FOB agreements must establish a robust inspection process upon receiving goods to verify quality and quantity. Discrepancies could affect inventory valuation under GAAP and IFRS, influencing financial metrics like inventory turnover ratios and stock management decisions. <img src="https://s.w.org/images/core/emoji/15.0.3/72x72/2705.png" alt="✅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Small &amp; Medium Businesses – Helps businesses avoid unexpected shipping costs. Utilize supply chain management software to track shipments, manage documentation, and enhance communication between parties, thereby streamlining the process whether you choose FOB or FOD. When negotiating contracts, clearly define the chosen Incoterm and outline respective responsibilities. This clarity helps prevent misunderstandings and ensures both parties are aligned.</p>
<p>It provides financial protection and simplifies accounting for buyers, but sellers must manage freight expenses and delayed revenue recognition. Overall, understanding the importance of FOB in accounting allows professionals to accurately recognize revenue, manage inventory, and prepare financial statements. By applying FOB terms appropriately, businesses can ensure compliance with accounting standards, make informed decisions, and maintain transparent financial reporting. FOB terms, a crucial component of international trade agreements, define the point at which the responsibility and risk transfer from the seller to the buyer. In 2023, it remains essential for both parties to clearly understand and agree on FOB terms, as they dictate who bears the transportation costs and risks during shipping.</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/what-is-a-fob-price-in-shipping-and-accounting/">What Is a FOB Price in Shipping and Accounting?</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Accrual vs Deferral in Accounting: Key Differences</title>
		<link>https://rdexpress.es/accrual-vs-deferral-in-accounting-key-differences/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Fri, 29 Apr 2022 23:02:16 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://rdexpress.es/?p=25295</guid>

					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>An accrual will pull a current transaction into the current&#160;accounting period, but a deferral will push a transaction into the following period. Deferred incomes are the incomes of a business that the customers of the business have already paid for but the business cannot recognize as income until the related product is provided to the [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/accrual-vs-deferral-in-accounting-key-differences/">Accrual vs Deferral in Accounting: Key Differences</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>An accrual will pull a current transaction into the current&nbsp;accounting period, but a deferral will push a transaction into the following period. Deferred incomes are the incomes of a business that the customers of the business have already paid for but the business cannot recognize as income until the related product is provided to the customers. For example, some products, such as electronic equipment come with warranties or service contracts for 1 year. Since the business has not yet earned the amount they have charged for the warranty/service contract, it cannot recognize the amount received for the contract as an income until the time has passed. In accrual accounting, transactions are recorded as they occur, regardless of whether the underlying currency is actually exchanged.</p>
<p>Accrual refers to the recognition of revenues and expenses when they are earned or incurred, regardless of when the cash is received or paid. This means that revenues are recognized when they are earned, even if the payment is not received yet, and expenses are recognized when they are incurred, even if the payment is not made yet. On the other hand, deferral refers to the recognition of revenues and expenses when the cash is received or paid, regardless of when they are earned or incurred. This means that revenues are recognized when the payment is received, and expenses are recognized when the payment is made. In summary, accrual recognizes revenues and expenses based on when they are earned or incurred, while deferral recognizes them based on when the cash is received or paid.</p>
<h2>Example of Deferred Revenue</h2>
<p>For example, you must pay for the electricity you used in December but will not receive your bill until January. You would record the expense in December and then credit the account as an accumulated expense due when payment is received in January. In contrast, the company has hired 2 project managers who will receive a wage and also a severance package once the project is completed.</p>
<p>Deferral can lead to items like prepaid expenses until the service is actually used or consumed by the business. The practical application of accrual and deferral principles reaches far beyond theoretical definitions, deeply influencing how financial health is perceived in an enterprise. To navigate the financial tapestry of a business, it’s essential to grasp the concepts of accrual and deferral—cornerstones of accounting that dictate how transactions are recorded and recognized. An accrual basis of accounting, as opposed to a cash basis, provides a more realistic picture of a company’s financial situation.</p>
<h2>How do Accruals and Deferrals affect the Financial Statements?</h2>
<p>Before, jumping into detail, let’s understand the overview and some key definitions. QR code scanners are available as standalone apps for smartphones and tablets, as well as integrated features in many mobile devices’ cameras. They have simplified many tasks and transactions, allowing users to access information, make purchases, and interact with businesses and organizations seamlessly. This method is often simpler and more straightforward, making it appealing for small businesses or those with less complex financial activities. These mechanisms play pivotal roles in financial reporting, influencing everything from profit measurement to tax obligations.</p>
<ul>
<li>In summary, accrual accounting recognizes revenue and expenses as they are incurred, while deferral accounting postpones recognition until a later period.</li>
<li>Accrual refers to the recognition of revenues and expenses when they are earned or incurred, regardless of when the cash is received or paid.</li>
<li>Consider using Mural&#8217;s Invoicing service to streamline the management of deferred revenues and expenses effectively.</li>
<li>Technically, accrual basis accounting is required only for publicly traded corporations under GAAP.</li>
</ul>
<h2>Intrinsic Value vs. Current Market Value: What’s the Difference?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="deferrals vs accruals" 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"/></p>
<p>Other deferred expenses include supplies or equipment purchased now but used later, deposits, service contracts, or subscription-based services. When the bill is received and <a href="https://personal-accounting.org/difference-between-accrual-and-deferral/">deferrals vs accruals</a> paid, it is entered as $10,000 to debit accounts payable and $10,000 to credit cash. However, it doesn’t give you an in-depth view of how your organization generates and manages its revenue and expenses. If a customer pays $60 in December for a 6-month subscription at $10 per month, you record the initial $10 on the income statement for the first month.</p>
<h2>Improves accuracy</h2>
<p>In summary, accrual accounting recognizes revenue and expenses as they are incurred, while deferral accounting postpones recognition until a later period. Accrual and deferral methods affect cash flow, profitability assessments, and investment decisions. In summary, while accrual accounting provides a more accurate depiction of a company’s financial performance, deferral accounting offers simplicity and focuses on actual cash movements.</p>
<p>A cash basis provides a picture of current cash status but does not reflect future spending and obligations like an accrual technique. According to generally accepted accounting principles (GAAP), firms must record revenue when it is earned and expenses when they are incurred. To Comply with accounting standards, accrual, and deferral procedures are employed when the timing of payment differs from when it is received or a cost is incurred. Finally, accruals and deferrals may result in the creation of an asset or a liability depending on their nature.</p>
<ul>
<li>This statistic underscores the importance of adopting accrual accounting for businesses aiming to present a true and fair view of their financial performance.</li>
<li>The accounting concepts of accrual and deferral are fundamental to the timely and accurate recording of income and costs.</li>
<li>An example of revenue accrual would occur when you sell a product for $10,000 in one accounting period but the invoice has not been paid by the end of the period.</li>
<li>Deferral accounting, however, defers recognition until cash changes hands, either by delaying revenue recognition until payment is received or by postponing expense recognition until payment is made.</li>
<li>Deferrals, on the other hand, are adjustments made to defer the recognition of revenue or expenses that have been received or paid but relate to a future period.</li>
</ul>
<p>When the bill is paid, the entry would be adjusted by debiting cash by $10,000 and crediting accounts receivable by $10,000. This fundamental difference affects how a company&#8217;s financial performance is reported and interpreted. Now consider a different scenario where XYZ Corp pays $12,000 in December for a one-year lease on office space that begins in January. XYZ Corp has paid the cash, but it hasn’t yet received the benefit of the expense (since the lease starts in January).</p>
<p>By recognizing transactions when they occur, businesses can track their revenues and expenses more accurately, which is essential for effective financial planning and decision-making. Generally accepted accounting principles (GAAP) require businesses to recognize revenue when it’s earned and expenses as they’re incurred. Often, however, the timing of a payment may differ from when it’s received or an expense is made, so accrual and deferral methods are used to adhere to accounting principles. The other difference between the two is whether the income or expense is recognized as an asset or a liability. In case of accruals, incomes are recognized as an asset because a compensation receivable for them in the future while expenses are recognized as a liability because a compensation is payable for them in the future.</p>
<h2>Can you provide an example of an accrual and a deferral in accounting?</h2>
<p>The accrual of revenues or a revenue accrual refers to the reporting of revenue and the related asset in the period in which they are earned, and which is prior to processing a sales invoice or receiving the money. An example of the accrual of revenues is a bond investment’s interest that is earned in December but the money will not be received until a later accounting period. This interest should be recorded as of December 31 with an accrual adjusting entry that debits Interest Receivable and credits Interest Income. To illustrate the concept of accrual accounting, consider a company that provides consulting services. If the company completes a project in December but does not receive payment until January, it would record the revenue in December under the accrual method.</p>
<p>These adjustments provide more realistic figures that can be analyzed by managers and owners for decision-making purposes. Grouch receives a $3,000 advance payment from a customer for services that have not yet been performed. Its accountant records a deferral to push recognition of this amount into a future period, when it will have provided the corresponding services.</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/accrual-vs-deferral-in-accounting-key-differences/">Accrual vs Deferral in Accounting: Key Differences</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
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			</item>
		<item>
		<title>Variables Working scientifically KS3 Science BBC Bitesize</title>
		<link>https://rdexpress.es/variables-working-scientifically-ks3-science-bbc/</link>
		
		<dc:creator><![CDATA[Emilio]]></dc:creator>
		<pubDate>Fri, 19 Mar 2021 22:45:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://rdexpress.es/?p=23959</guid>

					<description><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>They refer to qualitative input and typically don’t involve numeric labels or categories. Categorical variables can be further categorized into nominal variables and ordinal variables. The following shows an example of an independent variable in a study that aims to determine the effect of sunlight on plant growth. Researchers conduct experiments to understand the cause-and-effect [&#8230;]</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/variables-working-scientifically-ks3-science-bbc/">Variables Working scientifically KS3 Science BBC Bitesize</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
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										<content:encoded><![CDATA[<p>RD express, empresa líder en reparación y venta de instrumental y rotatorio dental. Turbinas, contra angulo, pieza de mano, micro motor, unidad cirugía, unidad endodoncia, lámpara polimerizar, unidad implantes, acoples, etc. Trabajamos todas las marcas. Reparamos marcas como: bien air, kavo, w&amp;h, sirona, mk dent. kmd, nsk, dentsplay, wdv, dte, woodpecker, sibronendo, kerr, anthogyr, myr, ba international, rumar, bader, tkd, planmeca, stern weber, mestra, strong, carlo di giorgi, nouvag, Servicio oficial</p>
<p>They refer to qualitative input and typically don’t involve numeric labels or categories. Categorical variables can be further categorized into nominal variables and ordinal variables. The following shows an example of an independent variable in a study that aims to determine the effect of sunlight on plant growth. Researchers conduct experiments to understand the cause-and-effect relationships between various entities. In such experiments, the entities whose values change are called variables.</p>
<h2>Vehicle Exhaust and Cognitive Performance</h2>
<p>You cannot have something in an experiment that is both the cause and the effect. In other words, the independent variable must be independent of other variables and the dependent variable depends on the independent variable. The dependent variable is the variable that a researcher measures to determine the effect of the independent variable. In our experiment, the dependent variable would be the change in self-reported mood.</p>
<ul>
<li>A quantitative variable is represented by actual amounts and a qualitative variable by categories or groups.</li>
<li>Yes, you can include more than one independent or dependent variable in a study.</li>
<li>You cannot have something in an experiment that is both the cause and the effect.</li>
<li>Control VariableControl variables are the unsung heroes of scientific research.</li>
<li>For example, a researcher might change the amount of water they provide to a certain plant to observe how it affects the growth rate of the plant.</li>
</ul>
<h2>Experimental Design</h2>
<p>Other variations of an experiment might include having multiple levels of the independent variable. Scientists want to know what causes changes in the dependent variable. The only way to do that is to manipulate the independent variable and observe any changes in the dependent variable. Knowing the nature of the dependent and the independent variable is essential for implementing the scientific method and crafting well-designed studies. In this tutorial, we cover the definition of&nbsp;a dependent and independent variable.</p>
<h2>Visualising independent and dependent variables</h2>
<p>Proper use of variables enhances the reliability and validity of findings, leading to more meaningful contributions to scientific knowledge. Today, the independent variable stands tall as a pillar of scientific research. It helps scientists and researchers ask critical questions, test their ideas, and find answers. Without independent variables, we wouldn’t have many of the advancements and understandings that we take for granted today.</p>
<p>The independent variable is the supplement, and the dependent variable is muscle mass. The independent variable is the level of crust crunchiness, and the dependent variable is how much it was liked. In this study, the independent variable is the concrete mixture, and the dependent variable is the amount of weight at collapse.</p>
<p>Over time, the plants will be measured to determine the effect on plant growth by different exposure to sunlight. Ultimately, a conclusion can be drawn about the impact of sunlight on plant growth, portraying the casual relationship between the independent and the dependent variable. For example, in a study examining the effect of post-secondary education on lifetime earnings, some extraneous variables might be gender, ethnicity, social class, genetics, intelligence, age, and so forth. A variable is extraneous only when it can be assumed (or shown) to influence the dependent variable.</p>
<p>To investigate this, plant some seeds and water each plant with different amount over time. One common way of assessing cognitive performance in laboratory rats is by measuring the amount of time it takes to run a maze successfully. It would also be possible to examine the physical effects of car exhaust on the brain by conducting an autopsy. The conditions of <a href="https://adprun.net/independent-variable-definition-and-examples/">independent variable definition</a> each room are all exactly the same, except that half of the rooms have lavender released into the rooms and half do not.</p>
<h2>Independent variables in algebra</h2>
<p>For example, a researcher might change the amount of water they provide to a certain plant to observe how it affects the growth rate of the plant. Imagine that participants who are helped with the door, on average, donate $10 to charity, and participants who are not helped with the door on average donate $5 to charity. It might be the case that being helped with the door (the independent variable) increases the likelihood someone will donate to charity (the dependent variable). You are studying the impact of different relaxation techniques on the stress level of participants with characteristics that indicate a high-stress level. The graph shows that as the number of members increases the expenditure also increases. Data visualization is the graphical representation of information by using charts, graphs, and maps.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="independent variable definition" 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<p>In a more complex study, independent and dependent variables are often referred to by other terms. These variables are also called subject variables and represent groups of participants with characteristics or inherent traits. Participant characteristics can’t be changed, and thus, these variables can’t be manipulated or altered. For instance, in mathematics, a variable is an alphabetic character that expresses a numerical value. In algebra, a variable represents an unknown entity, mostly denoted by a, b, c, x, y, z, etc.</p>
<p>These variables describe the relationships among various factors and help in drawing conclusions in experiments. Some examples of variables include age, gender, race, income, weight, etc. Random assignment helps you control participant characteristics, so that they don’t affect your experimental results. This helps you to have confidence that your dependent variable results come solely from the independent variable manipulation. A true experiment requires you to randomly assign different levels of an independent variable to your participants.</p>
<h2>Software Version and Performance</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="independent variable definition" 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"/></p>
<p>Researchers who grasp the details of these two fundamental&nbsp;pieces of the puzzle&nbsp;can more confidently and correctly navigate the complexities of experimental design, data analysis, and interpretation. This includes detailing how each outcome would be measured and quantified (for instance, the test scores, cumulative grade-point averages, and self-report surveys). The table compares the academic performance (test scores and GPA) and student engagement levels across the three different teaching methods being studied. Changing the plant growth rate&nbsp;affects the value of&nbsp;the amount of water. Changing the amount of water&nbsp;affects the value of&nbsp;the plant growth rate.</p>
<p>They are typical parts of analyzing a cause-and-effect relationship, representing the cause and helping to understand how changes in these variables affect outcomes in a study or experiment. In essence, independent quantities are conditions or inputs that are tested to evaluate their effect on the outcomes or results, setting the stage for empirical investigation. Research variables are typically classified into several types based on their roles, characteristics, and nature of measurement. The primary types include independent variables, dependent variables, extraneous variables, and control variables, among others.</p>
<ul>
<li>Researchers conduct experiments to understand the cause-and-effect relationships between various entities.</li>
<li>You can remember this using the DRY MIX acronym, where DRY means dependent or responsive variable is on the y-axis, while MIX means the manipulated or independent variable is on the x-axis.</li>
<li>If you&#8217;re still not sure, consult with your professor before you begin to write.</li>
<li>The independent variable, the variable that we manipulate, is whether or not we help the participant with the door.</li>
<li>For experimental data, you analyse your results by generating descriptive statistics and visualising your findings.</li>
</ul>
<p>In the introduction, this information can be presented in a paragraph or two when you describe how you are going to study the research problem. In the methods section, you build on the literature review of prior studies about the research problem to describe in detail background about each variable, breaking each down for measurement and analysis. For example, what activities do you examine that reflect a company&#8217;s commitment to environmental sustainability?</p>
<p>La entrada <a rel="nofollow" href="https://rdexpress.es/variables-working-scientifically-ks3-science-bbc/">Variables Working scientifically KS3 Science BBC Bitesize</a> aparece primero en <a rel="nofollow" href="https://rdexpress.es">RD Express servicio tecnico oficial dental</a>.</p>
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