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		<title>Accounting Explained With Brief History and Modern Job Requirements</title>
		<link>https://caspianlines.com/accounting-explained-with-brief-history-and-modern-2/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Fri, 29 Sep 2023 11:58:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=725</guid>

					<description><![CDATA[And tax law experts from liberal to conservative warn that if the Supreme Court were to strike down the tax provision, the effects would be disastrous. What's more, various other tax regimes have been enacted to prevent tax dodges by the rich, and those too could be at risk, according to Callas. All of this [...]]]></description>
										<content:encoded><![CDATA[<p>And tax law experts from liberal to conservative warn that if the Supreme Court were to strike down the tax provision, the effects would be disastrous. What&#8217;s more, various other tax regimes have been enacted to prevent tax dodges by the rich, and those too could be at risk,  according to Callas. All of this gets to the critical question posed by the Moores, and their objection to paying a one-time $15,000 tax on an investment that is now worth more than 15 times its original value. &#8220;As a person who drafted that &#8230; the goal was to finance a conversion from one system to another,&#8221; Ryan says.</p>
<ul>
<li>Wiley University Services maintains this website on behalf of Concordia University St. Paul.</li>
<li>Accountants may be tasked with recording specific transactions or working with specific sets of information.</li>
<li>Their work often involves constructively analyzing the work of clients as well.</li>
<li>The Partner normally purchases equity in the firm and therefore shares in all profits.</li>
<li>In between are local and regional firms as well as very large national and international firms.</li>
</ul>
<p>For example, states have different requirements for the number of hours of ethics CPE you’ll have to do, and accept various types of education. It’s always best to check your state&#8217;s rules and regulations before starting your CPE. From its earliest iteration in 1887 to as late as the 1970s, the AICPA was the only body setting generally accepted technical and professional standards for CPAs in a number of areas. In the 1970s, the Financial Accounting Standards Board (FASB) took over responsibility for setting generally accepted accounting principles (GAAPs). Generally speaking, however, attention to detail is a key component in accountancy, since accountants must be able to diagnose and correct subtle errors or discrepancies in a company’s accounts.</p>
<h2>History of the CPA Designation</h2>
<p>The two organizations then went on to create the Global Management Accounting Principles (GMAPs) in 2014, in order to formalize best practices in the field of management accounting. The AICPA exists to provide its 421,000 members in 130 countries with the resources, information, and leadership to provide CPA services in the highest professional manner. When the client pays the invoice, the accountant credits accounts receivables and debits cash. Double-entry accounting is also called balancing the books, as all of the accounting entries are balanced against each other. If the entries aren&#8217;t balanced, the accountant knows there must be a mistake somewhere in the general ledger.</p>
<p>While public and private accounting are two distinct paths, it’s common for accountants to switch between them during the course of their careers. That’s why it’s important to understand both paths at the outset, so you can identify which path is best suited for you now  <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> and in the future. The largest employers of accountants include tax preparation and accounting services companies, finance and insurance companies, and government agencies. One of the things I really like about accounting is that there are many different jobs available.</p>
<h2>Why Is Accounting Important for Investors?</h2>
<p>Private accounting, also called corporate or industrial accounting refers to accountants who serve one specific company or organization as part of its internal finance department. A single company employs private accountants instead of working for multiple clients. To be successful in their jobs, both private and public accountants need to have similar skills. They’ll need to know about accounting methods and standards, as well as regulations, finance, and other topics. Public accounting can be viewed as firms of accountants that serve clients such as businesses (retailers, manufacturers, service companies, etc.), individuals, nonprofit organizations, and governmental organizations. Like most accountants, CPAs perform a wide range of accounting, auditing, tax, and consulting work for corporations, small businesses, non-profit organizations, governments, and individuals.</p>
<h2>How bad is public accounting?</h2>
<p>It’s a credential an accounting professional can earn to demonstrate expertise in their field. Becoming a CPA requires passing an exam and fulfilling several education and experience requirements. If you’re looking for a career path that doesn’t require earning a CPA license, private accounting is the right path for you. According to EMSI, in 2021 there were 170,481 job postings for accountants and auditors with a bachelor’s degree and no CPA license. Expected salaries for accountants without a CPA are heavily influenced by years of experience. If a public accounting firm is hired to audit the financial statements of a client, then independence rules restrict the ability of the firm to provide many of the other services just noted.</p>
<h2>Track My Refund: How to Check Your IRS Tax Refund Status</h2>
<p>Public accounting focuses on financial documents that clients must disclose to the public, such as tax documents. Sign up with Akounto today for expert accounting services for your business. Let our highly qualified specialists take care of your financial records, tax services, accounting activities, <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> and everything surrounding them. An accounting degree leads to many unique specializations like tax and auditing, as well as to different types of accounting careers. Accounting professionals have many significant career options, making it one of the most practical applications of a business degree.</p>
<h2>Highest-Paying Business Degrees to Set You Up for Success</h2>
<p>Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as <a href="https://business-accounting.net/">https://business-accounting.net/</a> well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</p>
<h2>Public Company Auditing</h2>
<p>It may be handled by a bookkeeper or an accountant at a small firm, or by sizable finance departments with dozens of employees at larger companies. The reports generated by various streams of accounting, such as cost accounting and managerial accounting, are invaluable in helping management make informed business decisions. Now that you understand the fundamentals of these two accounting career paths, let’s evaluate the pros and cons of working in public vs. private accounting. According to EMSI, the median advertised salary for CPAs is $90,000 across all accounting functions. Median salaries for CPAs are highly influenced by years of experience in the industry.</p>
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			</item>
		<item>
		<title>Accounting Explained With Brief History and Modern Job Requirements</title>
		<link>https://caspianlines.com/accounting-explained-with-brief-history-and-modern/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Fri, 29 Sep 2023 11:58:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=726</guid>

					<description><![CDATA[And tax law experts from liberal to conservative warn that if the Supreme Court were to strike down the tax provision, the effects would be disastrous. What's more, various other tax regimes have been enacted to prevent tax dodges by the rich, and those too could be at risk, according to Callas. All of this [...]]]></description>
										<content:encoded><![CDATA[<p>And tax law experts from liberal to conservative warn that if the Supreme Court were to strike down the tax provision, the effects would be disastrous. What&#8217;s more, various other tax regimes have been enacted to prevent tax dodges by the rich, and those too could be at risk,  according to Callas. All of this gets to the critical question posed by the Moores, and their objection to paying a one-time $15,000 tax on an investment that is now worth more than 15 times its original value. &#8220;As a person who drafted that &#8230; the goal was to finance a conversion from one system to another,&#8221; Ryan says.</p>
<ul>
<li>Wiley University Services maintains this website on behalf of Concordia University St. Paul.</li>
<li>Accountants may be tasked with recording specific transactions or working with specific sets of information.</li>
<li>Their work often involves constructively analyzing the work of clients as well.</li>
<li>The Partner normally purchases equity in the firm and therefore shares in all profits.</li>
<li>In between are local and regional firms as well as very large national and international firms.</li>
</ul>
<p>For example, states have different requirements for the number of hours of ethics CPE you’ll have to do, and accept various types of education. It’s always best to check your state&#8217;s rules and regulations before starting your CPE. From its earliest iteration in 1887 to as late as the 1970s, the AICPA was the only body setting generally accepted technical and professional standards for CPAs in a number of areas. In the 1970s, the Financial Accounting Standards Board (FASB) took over responsibility for setting generally accepted accounting principles (GAAPs). Generally speaking, however, attention to detail is a key component in accountancy, since accountants must be able to diagnose and correct subtle errors or discrepancies in a company’s accounts.</p>
<h2>History of the CPA Designation</h2>
<p>The two organizations then went on to create the Global Management Accounting Principles (GMAPs) in 2014, in order to formalize best practices in the field of management accounting. The AICPA exists to provide its 421,000 members in 130 countries with the resources, information, and leadership to provide CPA services in the highest professional manner. When the client pays the invoice, the accountant credits accounts receivables and debits cash. Double-entry accounting is also called balancing the books, as all of the accounting entries are balanced against each other. If the entries aren&#8217;t balanced, the accountant knows there must be a mistake somewhere in the general ledger.</p>
<p>While public and private accounting are two distinct paths, it’s common for accountants to switch between them during the course of their careers. That’s why it’s important to understand both paths at the outset, so you can identify which path is best suited for you now  <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> and in the future. The largest employers of accountants include tax preparation and accounting services companies, finance and insurance companies, and government agencies. One of the things I really like about accounting is that there are many different jobs available.</p>
<h2>Why Is Accounting Important for Investors?</h2>
<p>Private accounting, also called corporate or industrial accounting refers to accountants who serve one specific company or organization as part of its internal finance department. A single company employs private accountants instead of working for multiple clients. To be successful in their jobs, both private and public accountants need to have similar skills. They’ll need to know about accounting methods and standards, as well as regulations, finance, and other topics. Public accounting can be viewed as firms of accountants that serve clients such as businesses (retailers, manufacturers, service companies, etc.), individuals, nonprofit organizations, and governmental organizations. Like most accountants, CPAs perform a wide range of accounting, auditing, tax, and consulting work for corporations, small businesses, non-profit organizations, governments, and individuals.</p>
<h2>How bad is public accounting?</h2>
<p>It’s a credential an accounting professional can earn to demonstrate expertise in their field. Becoming a CPA requires passing an exam and fulfilling several education and experience requirements. If you’re looking for a career path that doesn’t require earning a CPA license, private accounting is the right path for you. According to EMSI, in 2021 there were 170,481 job postings for accountants and auditors with a bachelor’s degree and no CPA license. Expected salaries for accountants without a CPA are heavily influenced by years of experience. If a public accounting firm is hired to audit the financial statements of a client, then independence rules restrict the ability of the firm to provide many of the other services just noted.</p>
<h2>Track My Refund: How to Check Your IRS Tax Refund Status</h2>
<p>Public accounting focuses on financial documents that clients must disclose to the public, such as tax documents. Sign up with Akounto today for expert accounting services for your business. Let our highly qualified specialists take care of your financial records, tax services, accounting activities, <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> and everything surrounding them. An accounting degree leads to many unique specializations like tax and auditing, as well as to different types of accounting careers. Accounting professionals have many significant career options, making it one of the most practical applications of a business degree.</p>
<h2>Highest-Paying Business Degrees to Set You Up for Success</h2>
<p>Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as <a href="https://business-accounting.net/">https://business-accounting.net/</a> well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</p>
<h2>Public Company Auditing</h2>
<p>It may be handled by a bookkeeper or an accountant at a small firm, or by sizable finance departments with dozens of employees at larger companies. The reports generated by various streams of accounting, such as cost accounting and managerial accounting, are invaluable in helping management make informed business decisions. Now that you understand the fundamentals of these two accounting career paths, let’s evaluate the pros and cons of working in public vs. private accounting. According to EMSI, the median advertised salary for CPAs is $90,000 across all accounting functions. Median salaries for CPAs are highly influenced by years of experience in the industry.</p>
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		<item>
		<title>Contractor Invoice Template Free Download</title>
		<link>https://caspianlines.com/contractor-invoice-template-free-download/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Fri, 22 Sep 2023 09:12:48 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=3926</guid>

					<description><![CDATA[Assign an Invoice Number Each invoice should have a unique number for easy tracking. This can be sequential, alphanumeric, or follow a specific system that you prefer. Before we dive in, if you're looking for ways to streamline operations across the electrical industry, investing in the right tools can make a world of difference. Honesty [...]]]></description>
										<content:encoded><![CDATA[<p>Assign an Invoice Number Each invoice should have a unique number for easy tracking. This can be sequential, alphanumeric, or follow a specific system that you prefer. Before we dive in, if you&#8217;re looking for ways to streamline operations across the electrical industry, investing in the right tools can make a world of difference. Honesty is the best policy and will ensure happy, returning customers. Not all of your customers will pay with a credit card, cash, or PayPal.</p>
<h2>Types of electrical contractor invoice template providers</h2>
<p>Use this free Service Invoice Template for Word to manage your projects better. Turn your receipts into data and deductibles with our expense reports that include IRS-accepted receipt images. Once the&nbsp;Magic Envelope&nbsp;arrives at Shoeboxed’s facility, each invoice will be scanned, human-verified for accuracy, and uploaded digitally to your account. Shoeboxed’s Magic Envelope is a convenient way to outsource your receipt and document scanning.</p>
<div style='text-align:center'><iframe width='566' height='313' src='https://www.youtube.com/embed/ixEpqH-Rv0E' frameborder='0' alt='independent contractor invoice template word' allowfullscreen></iframe></div>
<p>Helping your clients build the home precisely as they have imagined is a tough job. But, paying you on time you expected will not be tedious for your clients if you use this template. By following these steps, generate a professional invoice as an independent or general contractor. Similar to step 4, enter the labor charges that will be added to the total invoice. If the payment is past the due date, send a polite reminder to the client. When you sign a contract with a client, put stipulations about late or missed payments.</p>
<h2>Sample Invoice For Independent Contractor Services</h2>
<p>Or need to upgrade the valve for one of your client’s computerized refrigeration setup? A refrigeration invoice should suit you well and provide the specific itemized fields you need. Please review the document carefully and make any final modifications to ensure that the details are correct before publication / distribution.</p>
<p>Yes, it’s crucial to keep copies of all your invoices for accounting and tax purposes. Typically, it’s recommended to retain these records for at least 3-7 years, but the exact duration may vary based on local tax laws. Join over 1 million businesses scanning receipts, creating expense reports, and reclaiming multiple hours every week—with Shoeboxed. You can stuff your receipts into one of our Magic Envelopes (prepaid postage within the US).</p>
<h2>Step 5 – Meet Your Tax Obligations</h2>
<p>Listing services individually also helps businesses track revenue streams and identify profitable service areas. Next, fill in the contact information for the service provider and the customer. This includes the name, street address, city, state, zip code, phone number and email for both parties. Including these details ensures proper communication and helps with legal compliance in case of disputes.</p>
<h2>Thank you for downloading!</h2>
<p>The Free&nbsp;Independent Contractor Invoice Template is crafted for professionals who offer specialized services. Highlighting project specifics, rates, and terms, it provides a clear financial overview, ensuring contractors and clients have a mutual understanding of payment terms. Try WeInvoice’s electrical invoice template to create professional invoices in minutes.</p>
<p>We’ll discuss everything you need to know about creating invoices and share the best free invoice templates that you can download and begin using right away. Waste no time in generating invoices manually, contractor invoice templates allow you to generate effective invoice instantly. Are you confused about whether a contractor invoice template or a contractor invoicing software is the right choice for your small businesses? Freelancer contractors can download an independent invoice template to generate a project-based invoice. Download our templates in Microsoft Word, Excel, PDF, or Google Sheets to issue an invoice on time. Customize the invoice with your contractor&#8217;s business details and send it across.</p>
<ul>
<li>By following these steps, generate a professional invoice as an independent or general contractor.</li>
<li>Pre-built templates standardize your billing process, so every invoice includes the right details—client info, labor costs, materials, and due dates—without manual data entry.</li>
<li>An Independent Contractor Invoice is a document that a contractor can use to present the charges for the services or goods provided, either to an individual or an organization.</li>
<li>Whether you&#8217;re managing multiple crews, billing for phased work, or tracking labor and material costs, you need templates that reflect how your jobs actually run.</li>
</ul>
<p>For drafting a contractor or construction invoice, we help with formats such as Google Doc, PDF, Microsoft Word and Excel. Downloading any of these templates shall help make your invoicing process smooth. Contractors generally have time-based projects or jobs that need to be defined correctly in an invoice, for which attaching a time log report is necessary. Online invoice generators like Moon Invoice help record time logs for each contractor project. Once you create a freelance invoice that suits your freelancing business needs, save the template for future use. This way, you won’t have to create a brand-new invoice every time you need to bill a client.</p>
<h2>Step 4 – Follow Up If Payment Is Not Complete</h2>
<ul>
<li>FreshBooks offers a selection of free downloadable invoice templates tailored for service-based businesses, including electrical contractors.</li>
<li>Therefore, project management software is an essential tool to deliver on the promise of the invoice.</li>
<li>The independent contractor invoice templates take the hassle out of billing so you can focus on the work.</li>
<li>Browse TemplateLab’s collection of invoice templates and download what you need instantly.</li>
</ul>
<p>With international clients, ensure you specify the currency on your invoice. Consider using invoicing software that handles currency conversion or working with payment gateways that simplify international transactions. Download Invoice Simple’s electrical invoice template and start billing in minutes. A service invoice template is a small part of the larger service delivery management process. For those who want to read more on this topic, below are a handful of links that lead to recently published stories on service design, building a service strategy and much more.</p>
<p>In our experience, FreshBooks is the most user-friendly option for independent contractors that aren’t familiar with accounting. Specify the description of the job or project phases, the hours spent on labor, the total cost, terms and conditions, and more with this free downloadable template. A flooring project is sometimes shared between a number of contractors.</p>
<p>With&nbsp;Shoeboxed’s Magic Envelope service, you can mail your receipts, invoice copies, contracts, and more to be scanned and uploaded into your account. We found that the invoicing feature is easy to use, highly customizable, and you can use QuickBooks Time to add billable hours automatically to your invoice. Invoice generators are free online tools that you can use to create invoices on the fly. The second page of the eForms Invoice lists payment types including cards, bank transfers, and PayPal, all of which are editable to include or exclude various payment types. The Invoice Simple online invoice generator creates PDF and web invoices. You can tailor a rent invoice template to bill for commercial and housing rent as well as utilities and other included fees.</p>
<p>Payroll, materials, and overhead don’t wait—so why should your payments? The right invoice software with built-in templates helps electrical contractors speed up billing, reduce errors, and ensure clients pay on time. BuildOps offers an invoicing solution designed specifically for electrical contractors. It connects directly with work orders, tracks labor and material costs, and automates payment reminders to keep cash flow steady. Unlike standalone invoicing tools, it integrates seamlessly with scheduling and project management, reducing admin time and ensuring accuracy. If you’re having trouble finding a contractor invoice template that fits your needs, <a href="https://www.wave-accounting.net/free-invoice-templates-for-contractors/">independent contractor invoice template word</a> we can help.</p>
<p>You could also include a thank-you message or a professional recommendation of additional services the client may benefit from at the bottom of your invoice. Add the Client’s Contact Information Below your contact information, add the client’s name, company, address, and other contact details. This ensures the professional invoice goes to the right place and person.</p>
<p>However, it lacks job tracking and integration with field operations, which are essential for managing larger electrical projects efficiently. FSM software helps electrical contractors manage scheduling, job tracking, and invoicing in one place. Unlike basic invoicing tools, electrical field service software connects invoices directly to work orders and project timelines, reducing errors and speeding up payments. Alternatively, when using our contractor invoice templates, the main sections have already been laid out for you. This helps you keep track of your work for accounting purposes and lets your customers easily see what they’re getting for their money. It also helps to remind them of the total cost and how they can pay for your services.</p>
<p>Reflect your professionalism and attention to detail in every transaction, and save time with a format that’s easy to use and understand. Elevate your business with an invoicing solution that works as hard as you do. Agiled provides invoicing solutions for electrical contractors who want more than just a template. It offers invoice tracking, automation, and client management tools, making it more versatile than basic templates.</p>
<p>The invoice&#8217;s basic information includes the invoice number, date, currency, and theme. If you are a contractor, you must mention these details as per your contractor&#8217;s books of accounts to give it a genuine and easy reference to the ongoing invoice series. Contractors dealing with the building or repairing walls, chimneys, sidewalks, and bricks must download our Masonry invoice template to issue a perfect-looking Masonry invoice. Download any relevant formats that best suit your skillset and start customizing it as per the job work details. Recording the customer’s contact information is very important to provide that the contractor can contact them in the future for whatever reason. Additionally, assigning a unique invoice number to the job is suggested to easily organize invoices.</p>
<div style='text-align:center'><iframe width='563' height='317' src='https://www.youtube.com/embed/MdGqQoGb41s' frameborder='0' alt='independent contractor invoice template word' allowfullscreen></iframe></div>
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		<title>Days Inventory Outstanding Formula, Guide, and How to Calculate</title>
		<link>https://caspianlines.com/days-inventory-outstanding-formula-guide-and-how/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Thu, 13 Jul 2023 09:17:57 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=729</guid>

					<description><![CDATA[Partnering with a reliable inventory management solution like Flowspace can make a significant difference when it comes to optimizing Inventory Days on Hand. In this comprehensive guide, we’ll delve into the definition, importance, calculation, and examples of Inventory Days on Hand, and explore strategies to optimize it for enhanced business performance. Getting customers to purchase [...]]]></description>
										<content:encoded><![CDATA[<p>Partnering with a reliable inventory management solution like Flowspace can make a significant difference when it comes to optimizing Inventory Days on Hand. In this comprehensive guide, we’ll delve into the definition, importance, calculation, and examples of Inventory Days on Hand, and explore strategies to optimize it for enhanced business performance. Getting customers to purchase products from an ecommerce brand is critical to success, but so is having enough products so that when customers purchase them, they aren’t out of stock. It measures how many months’ worth of inventory a retailer holds on average before selling it.</p>
<ul>
<li>It indicates high demand and efficient inventory management, crucial in sectors like e-commerce or for products with short lifespans.</li>
<li>Additionally, streamlining the supply chain by improving supplier relations and logistics can reduce lead times and keep inventory levels in check.</li>
<li>Remember, Days of Inventory is a unit of measure that helps drive optimized inventory management.</li>
<li>Maintaining a high DOH can tie up significant capital in inventory, leading to reduced cash flow and limited liquidity.</li>
<li>Without getting accurate projections, you may experience many canceled or delayed orders and angry customers — which can then turn into negative reviews and feedback for your business.</li>
</ul>
<p>ShipBob’s algorithm selects the fulfillment center you have inventory in that’s closest to the customer. As soon as the order ships,&nbsp;ecommerce order tracking&nbsp;info is pushed back to your online store and sent to your customers so they stay in the loop every step of the way. If you have 10 Days of Inventory but it takes your supplier 21 days to resupply you, then you may have a gap in customer delivery. For example, if you ordered more inventory from your supplier today—it would take them 21 days to deliver that inventory to you.</p>
<p>With the right inventory management software, merchants can set up automatic reorder point notifications when SKU levels reach certain thresholds, which enables you to reorder inventory at just the right time. Some systems even allow merchants to fully automate the purchase order process to avoid replenishing inventory too early or too late. High-quality demand forecasting can more accurately identify which products have been popular with consumers in the past, and which are most likely to sell in the upcoming season or sales period.</p>
<h2>Days of Inventory: What It Is, Why It Matters, and How to Calculate It</h2>
<p>The carrying cost of inventory, which includes rent, insurance, storage costs, and other expenses related to holding inventory, may directly impact profit margin if not managed properly. In addition, the longer the inventory is kept, the longer its cash equivalent isn’t able to be used for other operations and, thus, opportunity cost is lost. While inventory value is available on the balance sheet of the company, the COGS value can be sourced from the annual financial statement. Care should be taken to include the sum total of all the categories of inventory which includes finished goods, work in progress, raw materials, and progress payments. Using a step function, we’ll reduce the growth rate in 2022 by 7.2% each period until reaching our target 4.0% growth rate by the end of the forecast.</p>
<p>With NetSuite, you go live in a predictable timeframe — smart, stepped implementations begin with sales and span the entire customer lifecycle, so there’s continuity from sales to services to support. A low DSI suggests that a firm is able to efficiently convert its inventories into sales. This is considered to be beneficial to a company&#8217;s margins and bottom line, and so a lower DSI is preferred to a higher one.</p>
<p>A low&nbsp;number of days&nbsp;inventory is on hand&nbsp;is a sign that inventory is moving fast and not being stored for long, meaning it might be time to order new inventory. One easy way to sell more of a slow-moving product is to bundle it with a more popular item — especially if the two items naturally go together (e.g., shampoo and conditioner) — and offer the bundle at a discount. That way, you can move less popular items out while still recouping most (if not all) of your initial investment in the inventory. With this knowledge, merchants can invest in inventory that will probably move quickly, and avoid or discontinue products for which there is little demand. For example, if your industry suddenly experiences a new trend or a certain product becomes popular, and you have space on your shelves, you will be able to order more inventory and can capitalize on the trend. Say a company has inventory that’s worth $43,780 and its cost of goods sold (COGS) is worth $373,400 for the year 2018.</p>
<p>In addition, accurately telling them when you need to stock up or replace the old inventory strengthens your relationship with them. Your 3PL partner’s superior inventory management software can track and trace inventory and keep inventory records actively updated. This software can be coupled with devices such as hand-held scanners that scan merchandise in the warehouse and sends data directly to the system for accounting and record-keeping purposes. In addition, these systems can trigger alerts when some stock needs replenishing, when you have overstocked or when it needs to be replaced with a fresh supply, especially in the case of perishable items. Maintaining a high DOH can tie up significant capital in inventory, leading to reduced cash flow and limited liquidity.</p>
<h2>How to Calculate Inventory Days</h2>
<p>The DSI value is calculated by dividing the inventory balance (including work-in-progress) by the amount of cost of goods sold. The number is then multiplied by the number of days in a year, quarter, or month. The days sales of inventory (DSI) is a financial ratio that <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> indicates the average time in days that a company takes to turn its inventory, including goods that are a work in progress, into sales. If the historical inventory days metric remains constant, the historical average can be used to project the inventory balance.</p>
<h2>How do you calculate days in inventory?</h2>
<p>An increase in an operating working capital asset, such as inventory, represents an “outflow” of cash. Everyone loves getting free stuff — so as long as an unpopular product is still functional and in good condition, you can include it as a freebie in future purchases. Even if a customer doesn’t use it, they will probably enjoy the surprise,  which can even boost customer loyalty. If you have 100 units and you know you will sell 10 units a day, then you have 10 Days of Inventory on hand. While that last bullet point (“How long will the inventory you have on hand last you?”) might not seem like a unit of measure, it actually defines a very important unit of measure. The voice of the BI and analytics community has officially spoken following the release of The BI &amp; Analytics Survey 23 by software selection and strategy experts, BARC last week.</p>
<h2>Example of DSI</h2>
<p>This would help to reduce the amount of excess stock that the business has on hand and improve its DOH. Implementing inventory management software can provide real-time visibility into inventory levels, demand forecasting, and automated replenishment. This technology-enabled solution helps businesses continuously monitor and adjust inventory levels, ensuring optimal DOH and efficient stock management.</p>
<p>On the other hand, a low DOH may cause stockouts and missed sales opportunities. Striking the right balance and optimizing DOH ensures efficient use of capital while meeting customer demand and enhancing cash flow and liquidity. Let’s look at an example to illustrate how this <a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> formula might be used to calculate inventory days on hand. There is one other way, and that is through calculating your&nbsp;inventory turnover ratio. You can learn how to calculate this way by taking your cost of goods sold and dividing it by your average inventory value.</p>
<h2>Managing Days Inventory Outstanding</h2>
<p>If markdowns don’t work for your unsold inventory, there might not be a way out of storing it indefinitely. The stock in your warehouse costs you the storage, maintenance, labour, and other overheads. If you cannot sell it, you can always donate it and count it as a CSR initiative, recycle it to make new products, or refurbish it to attract new demand. Even if you cannot sell it, it will be less of a loss if it is involved in another business process rather than just wasting your storage space and the money spent on renting it.</p>
<h2>Indications of Low and High DSI</h2>
<p>Since DSI indicates the duration of time a company’s cash is tied up in its inventory, a smaller value of DSI is preferred. On the other hand, a large DSI value indicates that the company may be struggling with obsolete, high-volume inventory and may have invested too much into the same. It is also possible that the company <a href="https://accounting-services.net/">https://accounting-services.net/</a> may  be retaining high inventory levels in order to achieve high order fulfillment rates, such as in anticipation of bumper sales during an upcoming holiday season. Some businesses take an alternative view of the measurement, preferring to accept a longer days of inventory figure in order to carve out a service niche.</p>
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		<title>The 50 best cake shops and cake bakeries in Prague</title>
		<link>https://caspianlines.com/the-50-best-cake-shops-and-cake-bakeries-in-prague/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Mon, 16 Jan 2023 16:29:33 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=3878</guid>

					<description><![CDATA[As a bakery outlet owner, you have to create bakery invoices for your retail and wholesale customers for every deal. Creating an invoice is easy with Moon Invoice because it offers ready-to-use samples. Here is a step-by-step guide to creating an invoice by downloading a bakery invoice template for free. One can easily find free [...]]]></description>
										<content:encoded><![CDATA[<p>As a bakery outlet owner, you have to create bakery invoices for your retail and wholesale customers for every deal. Creating an invoice is easy with Moon Invoice because it offers ready-to-use samples. Here is a step-by-step guide to creating an invoice by downloading a bakery invoice template for free. One can easily find free bakery invoice templates at Moon Invoice. It provides 66+ customized invoice templates in Excel, Google Sheets, Google Docs, Word, and PDF.</p>
<p>Yes, integrating your bakery invoice template with inventory management software can streamline the process. This integration helps track stock levels, automatically update inventory after sales, and generate accurate invoices quickly. The owners of this artisan bakery which was established back in 1999 are a married couple – Klára and Lars, who are Danish. Their inspiration comes from traditional Danish baking and their breads include rye bread with seeds, Danish sweet pastries made from puff pastry with vanilla pudding or jam. They also offer Italian bread with dried tomatoes and olives or nutty bread with fruit, which is equally delicious.</p>
<h2>How to Fill or Create a Retail or Home Bakery Invoice Online?</h2>
<p>The other approach is sending an invoice before delivering the products. Professional-looking invoices are legal and financially compliant. They simplify the legal process because they are supportive documents and evidence. If a sole proprietor or freelancer issues an invoice, should the withholding amount to be collected be written on the invoice anyway? However, suppose the business partner is also a sole proprietor or a freelancer. However, withholding fees, etc., are subject to withholding obligations to business partners.</p>
<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/hpg022-qOJE' frameborder='0' alt='bakery invoice template excel' allowfullscreen></iframe></div>
<h2>Ab Invoicing Sirf ₹2399 ₹10,000 Me<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f911.png" alt="🤑" class="wp-smiley" style="height: 1em; max-height: 1em;" /></h2>
<p>This is the invoice template you need to charge for your special creations. The invoice template featured in the preview should be used to formally request payment for a Baker’s goods or services. Make sure you’re paid correctly with a professional-looking consulting invoice template. Here is a further collection of industry-focused free invoice templates on the main invoice template gallery page. Download the event planner invoice template to create custom invoices that keep your payments on track. Our bakery template offers a professional layout that is meant to reflect the unique brand image of your bakery.</p>
<h2>Best Places to Visit in Czech Republic</h2>
<p>Professional bakery invoices always set up trust between business vendors and customers. To avoid any billing error in creating an invoice, you need a perfect invoice template to bill your clients. Download this beautiful and customizable <a href="https://www.wave-accounting.net/bakery-invoices-receipts-personalized-custom/">bakery invoice template excel</a> invoice template; its advanced features help you bill your client quickly and accurately.</p>
<p>The role of the invoice is to collect the payment for the provision of services and services. Therefore, the invoice has a fixed retention period to prove the transaction, and the invoice may be a piece of evidence if payment is not made. As a best practice, it is always a good idea to include your payment instructions and expected due date in order to ensure you get paid quickly.</p>
<p>A Microsoft Word invoice template keeps formatting easy and flexible. If you prefer automated calculations and team collaboration, an Excel or Google Sheets invoice template is a great choice. For simple, cloud-based editing, a Google Docs invoice template ensures quick and accessible invoicing. Running a bakery means handling everything from daily bread sales to custom cake orders. Whether you&#8217;re invoicing for a wedding cake, catering service, or wholesale pastry order, a Bakery Invoice Template keeps everything organized.</p>
<p>Located in Prague’s Palmovka neighborhood, Alf &amp; Bet is a bit of a hidden gem in an otherwise up-and-coming area. Not only does Alf &amp; Bet bake amazing bread and pastries, but it also serves some darn good coffee. If Czech baked goods are on your list, you simply can’t do better than Eska. In fact, Eska is probably one of my favorite restaurants in Prague, period. The bakery arm of Eska Restaurant lives on a back street in Prague’s Karlin neighborhood. The modern restaurant sits upstairs, while their bakery and coffee shop as well as their mini grocery store live downstairs.</p>
<h2>Looking for day-by-day itineraries in Prague?</h2>
<p>Antonín’s first bakery opened in 2014 and now it has a network of six artisan bakeries in Vinohrady, Vršovice, Karlín, Holesovice, Smichov and Letná. This is totally one of my absolute favourite places to get fresh bread in Smichov. I’ve personally tried all the bakeries over the last few years and I’m happy to recommend them to my friends and family and now to you! So, without further ado, here is my favourite list of the 16 best bakeries in Prague.</p>
<ul>
<li>There are also Word document templates, which you can edit completely to suit your own business.</li>
<li>With FreshBooks invoicing software, you have the added convenience of accepting payments directly on your invoices.</li>
<li>Due to clearly mentioned details, it helps in tracking &#038; managing records well.</li>
<li>In Prague, you can find plenty of small bakeries, but only a few of them try to constantly come up with something new, improve their recipes, and surprise their customers.</li>
<li>Add your logo, brand colors, and company policies to create consistent, on-brand invoices that impress clients.</li>
</ul>
<p>A bakery invoice is a printed form receipt to bill clients, who can be wholesalers, retailers, or consumers, of your cakes and bread. It includes identifying information sold in your bakery and a list of the goods purchased with the individual cost. Since it contains crucial details, high-quality documents and templates are a must. Our Billing Invoice provides logical structures to you write a well-organized construction of the payment and material details. They also have complete elements to help you display all the factors your customers bought in a comprehensive form.</p>
<ul>
<li>Samantha started Undiscovered Path Home to help couples and solo female travelers find the courage to visit countries – and locations – off the beaten path.</li>
<li>Make sure to try their kolache and buchta buns (I try some at every bakery I visit), but don’t go home without some of their freshly baked bread, either.</li>
<li>Their speciality is ‘krolac’ which is traditional Czech style ‘kolac’ cake made with croissant dough and Czech type of cake filling.</li>
<li>Catering invoice templates transform your billing process by providing ready-made, professional formats tailored specifically for food service professionals.</li>
</ul>
<p>No matter what you are baking, this customizable invoice details the quantity, price, and any special requests. Your master baking talents extend to cakes, pies, tarts, bread and any other delicious creations you can pop into an oven. Download, customize, and give this invoice to all your bakery customers.</p>
<p>However, FreshBooks invoicing software allows you to automate your invoicing processes. Advanced features, including scheduling invoices, automating payments, subscription invoices, and setting up payment reminders, will enable you to put your invoicing on auto-pilot. Delivery and handling charges can be included on your bakery invoice template. When you create a bakery invoice, add a description of the charges and the total price. Be sure to provide clear and accurate information to offer transparency to your customers.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/vbu4YOpE7QQ' frameborder='0' alt='bakery invoice template excel' allowfullscreen></iframe></div>
<p>All their bread is baked at their Vrsovice branch and then delivered to other smaller branches across Prague. You can also pop in for sandwiches, light lunch and delicious drinks. I’m still going through the menu, but so far everything I’ve tasted is really good.</p>
<p>The Bakery Invoice Template is developed as a time-saver when the administrative task of billing for baked goods and services must be completed to request payment. This document can be used by nearly any Business for this purpose. Since, the format of this document is printer-friendly, its Preparer need only fill out the bill on-screen then e-mail, print, or fax it to the Customer.</p>
<div style='text-align:center'><iframe width='560' height='317' src='https://www.youtube.com/embed/aN7XWu15Ex0' frameborder='0' alt='bakery invoice template excel' allowfullscreen></iframe></div>
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		<title>Bookkeeper Alternative Careers and Similar Jobs Updated for 2025</title>
		<link>https://caspianlines.com/bookkeeper-alternative-careers-and-similar-jobs/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Mon, 21 Feb 2022 13:53:44 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=19896</guid>

					<description><![CDATA[Ensuring the company does not delay paying bills is the main duty of an accounts payable clerk. Please enter the email address you used when you signed up. A synonym is a word, adjective, verb or expression that has the same meaning as another, or almost the same meaning. This avoids How to Run Payroll [...]]]></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/2021/04/c3361003-fea0-47fb-84c4-9c4f960a26bf.jpg" width="253px" alt="another name for bookkeeper"/></p>
<p>Ensuring the company does not delay paying bills is the main duty of an accounts payable clerk. Please enter the email address you used when you signed up. A synonym is a word, adjective, verb or expression that has the same meaning as another, or almost the same meaning. This avoids <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid0PfXS7dksvZkksAtT8Puihui1erhxraXpBziSmZeQEgpyLxpVJwQPkuTdix9giMz2l">How to Run Payroll for Restaurants</a> repetitions in a sentence without changing its meaning. Here are other words for bookkeeper and its similar synonyms and opposite words to say in unique way. Studying all aspects of a business’s finances, such as analyzing financial data, making reports, and handling cash flow and operational costs are the main duties of the controller.</p>
<ul>
<li>Review job descriptions for the positions you&#8217;re interested in and note the specific language and titles used.</li>
<li>Usually, bookkeeper titles are perceived as somewhat related to managing financial records and books.</li>
<li>You can see the overnight results of your job postings with the help of strong titles and increased recruitment business results in the long run.</li>
<li>It helps us to learn more words with similar meaning of Bookkeeper.</li>
<li>Prepares balance sheets, manually enters data, and updates the financial records.</li>
<li>Studying all aspects of a business’s finances, such as analyzing financial data, making reports, and handling cash flow and operational costs are the main duties of the controller.</li>
<li>Synonyms-thesaurus.com is more than 70,800 synonyms and 47,200 antonyms available.</li>
</ul>
<h2>What skills do I need to develop to become a Payroll Specialist?</h2>
<p>Overusing &#8220;bookkeeper,&#8221; however, might cost you a step on the career ladder. Using &#8220;bookkeeper&#8221; in your resume can be effective when it refers to specific industry standard keywords or when you need to avoid unnecessary jargon. Its strategic and sparing use can create <a href="https://www.bookstime.com/articles/what-is-another-name-for-a-bookkeeper">another name for bookkeeper</a> impact, especially in contexts where precision is key. By carefully choosing when to use &#8220;bookkeeper,&#8221; you can make your resume clearer and more professional. Identifying and preventing errors in financial reporting, data entry, preparing taxation forms, etc., perfectly matches the functions of the title of a bookkeeper.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/6e9d4118-0d9b-438e-bd2a-910c3079f0f7.jpg" width="250px" alt="another name for bookkeeper"/></p>
<h2>Word Cloud of Skills to Build as a Bookkeeper</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/a90cac04-2a12-477a-b305-74fbaa166c70-300x200.jpg" width="255px" alt="another name for bookkeeper"/></p>
<p>&#8216;ˈbʊkˌkiːpɝ&#8217; someone who records the transactions of a business. Your trusted platform to ace any job interviews, craft the perfect resumes, and land your <a href="https://mackiebusinessconsulting.com/closing-entries-financial-accounting/">https://mackiebusinessconsulting.com/closing-entries-financial-accounting/</a> dream jobs. Thoughtful word choice can reflect the specific actions you took, the depth of your involvement, and the distinct impact you made. Language shapes a clearer, more compelling narrative of your qualifications.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/01/image-asD60ux1GSnE4K9H.png" width="258px" alt="another name for bookkeeper"/></p>
<h2>Great Big List of Beautiful and Useless Words, Vol. 3</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/Screenshot_13-1.png" width="253px" alt="another name for bookkeeper"/></p>
<p>Highlight your substitute teaching skills on your resume. Showcase classroom management, lesson planning, and adaptability for all experience levels. Enhance your resume with essential English teacher skills for all experience levels. Highlight communication, creativity,  and classroom management. Bhaskar  Singh is an experienced legal researcher known for his significant contributions to the development of democratic institutions, environmental awareness, and the criminal justice system.</p>
<ul>
<li>This approach ensures your resume speaks the same language as the job postings.</li>
<li>With hands-on experience in bookkeeping, calculating taxes, data entry, and paperwork, the Financial Assistant also helps the organization make a better financial plan.</li>
<li>Highlight your substitute teaching skills on your resume.</li>
<li>Using &#8220;bookkeeper&#8221; in your resume isn&#8217;t inherently bad and can be appropriate in certain contexts, especially when used sparingly and strategically.</li>
<li>Effective titles lead to quality job descriptions and recruitment processes.</li>
</ul>
<p>If you just care about the words&#8217; direct semantic similarity to bookkeeping, then there&#8217;s probably no need for this. If you just care about the words&#8217; direct semantic similarity to bookkeeper, then there&#8217;s probably no need for this. Effective titles lead to quality job descriptions and recruitment processes. Quickly capturing the candidate’s attention and motivating them to explore further about the role is the leading impact of titles. Reviewing books every month, making financial statements, and ensuring compliance with tax forms are some of the primary functions of a bookkeeper. A bookkeeper and an accountant have the same role to play in managing the finances of a business while both differ in skills and core fields.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/dac14a1f9e.jpg" width="258px" alt="another name for bookkeeper"/></p>
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		<title>Enrolled Agent Salary</title>
		<link>https://caspianlines.com/enrolled-agent-salary/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Tue, 17 Aug 2021 12:48:30 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=2519</guid>

					<description><![CDATA[Consequently, entry-level positions start on the low end cash flow of these ranges, while senior positions claim the highest salaries. For example, in Phoenix, a senior tax consultant with an enrolled agent designation and over 5 years of relevant experience can earn over 6 figures at a regional firm. If you’re planning to start your [...]]]></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/2021/12/2a7207a1-e7bb-4280-98c9-1147cd10769a.jpg" width="253px" alt="enrolled agent salary"/></p>
<p>Consequently, entry-level positions start on the low end <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> of these ranges, while senior positions claim the highest salaries. For example, in Phoenix, a senior tax consultant with an enrolled agent designation and over 5 years of relevant experience can earn over 6 figures at a regional firm. If you’re planning to start your own book of business, then earning the enrolled agent designation is a great way to differentiate yourself from the bulk of your competitors. As an enrolled agent, you can provide services to your clients that other CPAs, bookkeepers, and finance professionals can’t. In the Pacific Northwest, where tech and trees reign, Seattle enrolled agents earn anywhere from $49,275 and $68,692.</p>
<h2>Example #2</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/about-net-terms-1.jpg" width="259px" alt="enrolled agent salary"/></p>
<p>So, an enrolled agent in the right region who builds up a great interstate reputation and client base can certainly out-earn CPAs in the same area. Therefore, because the CPA is a state certification, not a federal one, a CPA may want to earn an enrolled agent designation as well to expand her credentials and earning potential. The job levels for enrolled agent&nbsp;status are entry, mid-level, and senior level. Entry-level candidates, who are mainly practitioners, may earn around $52,000 annually, and focus primarily on tax returns.</p>
<h2>What state pays Enrolled Agents the most?</h2>
<ul>
<li>For example, a small enrolled agent-run firm in rural Nevada could expertly serve clients in New York, California, or Alabama.</li>
<li>Enrolled agent salaries at IDEMIA and Acuity Insurance are the highest-paying according to our most recent salary estimates.</li>
<li>In case they are omitting any important information, they should provide a proper explanation regarding the same, otherwise, there may be serious legal consequences.</li>
<li>In addition to the salary benefits, you’ll also enjoy increased representation rights so you can expand your client base and the services you can offer.</li>
<li>They must stay up to date on relevant tax laws and often communicate across departments to ensure the entire firm is complying with accounting procedures.</li>
</ul>
<p>But the average EA salary in Dallas is jobs posted in the area pay <a href="https://x.com/BooksTimeInc/status/1874837307439841558">Accounting For Architects</a> between $44,367 and $61,850 annually. Self-employed enrolled agents who operate their own accounting agencies can expect more earnings than their counterparts at large brokerages and corporations. At a median of over $53,000, the salary for an independent enrolled agent is not bad.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/c977c241-c861-4fef-b8b7-cc651e1883d9-1-300x200.jpg" width="257px" alt="enrolled agent salary"/></p>
<h2>Move to a Larger Firm</h2>
<p>Let&#8217;s assume that John has already cleared his EA exam and has experience in tax-related research, consulting, and preparation. He is also proficient in using taxation software, like Turbo Tax and QuickBooks. He has been working as an EA for 8 years, assisting clients with planning and audit in taxation and resolving disputes. Such agents have a very high status and are obliged to maintain the highest level of business ethics. They have the complete right to represent any kind of taxpayer and deal with any type of tax matters they choose to, without any restriction. Their advisory services are recognized throughout the US and are very comprehensive.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1qd5z7k.jpg" width="251px" alt="enrolled agent salary"/></p>
<h2>Enrolled Agent Salary vs. CPA Salary</h2>
<ul>
<li>And with affordable pricing, this investment in your future definitely pays off.</li>
<li>In the Pacific Northwest, where tech and trees reign, Seattle enrolled agents earn anywhere from $49,275 and $68,692.</li>
<li>Learn how becoming a tax expert can help you excel at firms of all sizes on our Enrolled Agents at the Big 4 blog.</li>
<li>They have the complete right to represent any kind of taxpayer and deal with any type of tax matters they choose to, without any restriction.</li>
<li>What’s more, when an enrolled agent runs a small agency or brokerage that offers complete, specialized tax solutions for its clients, she can expand her earning potential even more.</li>
</ul>
<p>Learn  how becoming a tax expert can help you excel at firms of all sizes on our Enrolled Agents at the Big 4 blog. Tax preparers work with taxpayers to complete federal and state tax returns. This job usually involves a busy season, with the highest workload occurring  from December to mid-April. For each stage of your Enrolled Agent career, you’ll see an <a href="https://www.bookstime.com/articles/enrolled-agent-salary">enrolled agent salary</a> average salary increase of 8.38%. In such a case, it is crucial to determine the amount of tax that the taxpayer has to pay.</p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/cH8m1bWvlIo' frameborder='0' alt='enrolled agent salary' allowfullscreen></iframe></div>
<p>EA salary potential is influenced by various factors including experience, role, and location. While EAs may not command the same salaries as CPAs, their specialized tax law expertise is highly valuable in today’s complex financial landscape. The biggest step you can take to increase your salary as a tax preparer is to become an Enrolled Agent. For example, many small to mid-sized businesses prefer to outsource their accounting. So, having one person serve as both their tax preparer and their tax attorney appeals to these clients quite a lot. Additionally, clients often prefer to work with a single individual or a small team for the sake of efficiency.</p>
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		<title>Enrolled Agent Salary</title>
		<link>https://caspianlines.com/enrolled-agent-salary-2/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Tue, 17 Aug 2021 12:48:30 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=2521</guid>

					<description><![CDATA[Consequently, entry-level positions start on the low end cash flow of these ranges, while senior positions claim the highest salaries. For example, in Phoenix, a senior tax consultant with an enrolled agent designation and over 5 years of relevant experience can earn over 6 figures at a regional firm. If you’re planning to start your [...]]]></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/2021/12/2a7207a1-e7bb-4280-98c9-1147cd10769a.jpg" width="253px" alt="enrolled agent salary"/></p>
<p>Consequently, entry-level positions start on the low end <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> of these ranges, while senior positions claim the highest salaries. For example, in Phoenix, a senior tax consultant with an enrolled agent designation and over 5 years of relevant experience can earn over 6 figures at a regional firm. If you’re planning to start your own book of business, then earning the enrolled agent designation is a great way to differentiate yourself from the bulk of your competitors. As an enrolled agent, you can provide services to your clients that other CPAs, bookkeepers, and finance professionals can’t. In the Pacific Northwest, where tech and trees reign, Seattle enrolled agents earn anywhere from $49,275 and $68,692.</p>
<h2>Example #2</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/about-net-terms-1.jpg" width="259px" alt="enrolled agent salary"/></p>
<p>So, an enrolled agent in the right region who builds up a great interstate reputation and client base can certainly out-earn CPAs in the same area. Therefore, because the CPA is a state certification, not a federal one, a CPA may want to earn an enrolled agent designation as well to expand her credentials and earning potential. The job levels for enrolled agent&nbsp;status are entry, mid-level, and senior level. Entry-level candidates, who are mainly practitioners, may earn around $52,000 annually, and focus primarily on tax returns.</p>
<h2>What state pays Enrolled Agents the most?</h2>
<ul>
<li>For example, a small enrolled agent-run firm in rural Nevada could expertly serve clients in New York, California, or Alabama.</li>
<li>Enrolled agent salaries at IDEMIA and Acuity Insurance are the highest-paying according to our most recent salary estimates.</li>
<li>In case they are omitting any important information, they should provide a proper explanation regarding the same, otherwise, there may be serious legal consequences.</li>
<li>In addition to the salary benefits, you’ll also enjoy increased representation rights so you can expand your client base and the services you can offer.</li>
<li>They must stay up to date on relevant tax laws and often communicate across departments to ensure the entire firm is complying with accounting procedures.</li>
</ul>
<p>But the average EA salary in Dallas is jobs posted in the area pay <a href="https://x.com/BooksTimeInc/status/1874837307439841558">Accounting For Architects</a> between $44,367 and $61,850 annually. Self-employed enrolled agents who operate their own accounting agencies can expect more earnings than their counterparts at large brokerages and corporations. At a median of over $53,000, the salary for an independent enrolled agent is not bad.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/c977c241-c861-4fef-b8b7-cc651e1883d9-1-300x200.jpg" width="257px" alt="enrolled agent salary"/></p>
<h2>Move to a Larger Firm</h2>
<p>Let&#8217;s assume that John has already cleared his EA exam and has experience in tax-related research, consulting, and preparation. He is also proficient in using taxation software, like Turbo Tax and QuickBooks. He has been working as an EA for 8 years, assisting clients with planning and audit in taxation and resolving disputes. Such agents have a very high status and are obliged to maintain the highest level of business ethics. They have the complete right to represent any kind of taxpayer and deal with any type of tax matters they choose to, without any restriction. Their advisory services are recognized throughout the US and are very comprehensive.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1qd5z7k.jpg" width="251px" alt="enrolled agent salary"/></p>
<h2>Enrolled Agent Salary vs. CPA Salary</h2>
<ul>
<li>And with affordable pricing, this investment in your future definitely pays off.</li>
<li>In the Pacific Northwest, where tech and trees reign, Seattle enrolled agents earn anywhere from $49,275 and $68,692.</li>
<li>Learn how becoming a tax expert can help you excel at firms of all sizes on our Enrolled Agents at the Big 4 blog.</li>
<li>They have the complete right to represent any kind of taxpayer and deal with any type of tax matters they choose to, without any restriction.</li>
<li>What’s more, when an enrolled agent runs a small agency or brokerage that offers complete, specialized tax solutions for its clients, she can expand her earning potential even more.</li>
</ul>
<p>Learn  how becoming a tax expert can help you excel at firms of all sizes on our Enrolled Agents at the Big 4 blog. Tax preparers work with taxpayers to complete federal and state tax returns. This job usually involves a busy season, with the highest workload occurring  from December to mid-April. For each stage of your Enrolled Agent career, you’ll see an <a href="https://www.bookstime.com/articles/enrolled-agent-salary">enrolled agent salary</a> average salary increase of 8.38%. In such a case, it is crucial to determine the amount of tax that the taxpayer has to pay.</p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/cH8m1bWvlIo' frameborder='0' alt='enrolled agent salary' allowfullscreen></iframe></div>
<p>EA salary potential is influenced by various factors including experience, role, and location. While EAs may not command the same salaries as CPAs, their specialized tax law expertise is highly valuable in today’s complex financial landscape. The biggest step you can take to increase your salary as a tax preparer is to become an Enrolled Agent. For example, many small to mid-sized businesses prefer to outsource their accounting. So, having one person serve as both their tax preparer and their tax attorney appeals to these clients quite a lot. Additionally, clients often prefer to work with a single individual or a small team for the sake of efficiency.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>A Guide to Construction Bookkeeping</title>
		<link>https://caspianlines.com/a-guide-to-construction-bookkeeping/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Mon, 19 Jul 2021 13:50:38 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=2207</guid>

					<description><![CDATA[Contractors may increase their revenue if they’ve estimated the unit pricing correctly. But since production quantities can end up higher than expected, there can be a risk between customer and company. Apart from multiple prevailing wage and union rates, contractors commonly deal with multiple rates for numerous other reasons. Working on jobsites in multiple cities [...]]]></description>
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" width="250px" alt="bookkeeping construction"/></p>
<p><p>Contractors may increase their revenue if they’ve estimated the unit pricing correctly. But since production quantities can end up higher than expected, there can be a risk between customer and company. Apart from multiple prevailing wage and union rates, contractors commonly deal with multiple rates for numerous other reasons. Working on jobsites in multiple cities and states, employees may have multiple tax withholdings, all within a single payroll. In order to calculate how much of the contract they’ve earned for a billing period, they might choose among a number of methods, including cost-to-cost and estimated percent complete.</p>
</p>
<p><div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/lp73U6I_nm8' frameborder='0' alt='bookkeeping construction' allowfullscreen></iframe></div>
</p>
<p><h2>How Is Construction Accounting Different?</h2>
</p>
<p><p>Outsourcing allows businesses to scale their accounting needs according to what they need at that time, which increases their flexibility. Due to the value and time-consuming nature of construction jobs, payment charters have a schedule all their own. In most sectors, commissioned contractors get paid when a product or service is completed. Among the most popular platforms are Procore and Sage 100 Contractor, which offer a wide range of features and  benefits that can streamline various aspects of construction management.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="bookkeeping construction"/></p>
<p><h2>Union payroll</h2>
</p>
<ul>
<li>But since production quantities can end up higher than expected, there can be a risk between customer and company.</li>
<li>You can use this method of revenue recognition even if you’ve received payments during the contract period.</li>
<li>While bookkeeping in the construction industry can be challenging due to its many considerations, it’s an essential part of successfully running a construction firm.</li>
<li>Calculating revenue can be difficult without the right information, especially when your firm works on multiple projects.</li>
<li>Projects like government-funded projects require you to pay a prevailing wage, a minimum hourly rate that’s typically higher and determined by each state’s Department of Labor.</li>
<li>While cash-basis accounting has several advantages, it’s not for every construction business.</li>
</ul>
<p><p>Cash flow is the lifeblood of any business, and general contractors must monitor it closely. By reviewing your cash flow regularly, you can ensure there are sufficient funds to meet current and future expenses. Construction bookkeeping services can help in setting up systems to track income and expenses efficiently, providing timely reports to help you stay on top of your finances. Effective construction bookkeeping is not just a compliance necessity; it’s a strategic asset that drives profitability, fuels growth, and empowers informed decision-making. Working with a certified bookkeeper or accountant specializing in construction accounting can greatly benefit your business.</p>
</p>
<ul>
<li>Using the correct billing method for your construction company can make your journey to profitability that much easier.</li>
<li>This approach lets you record income proportionally throughout the job, smoothing cash flow management.</li>
<li>In other words, it tracks how money “accrues,” or accumulates, in holding before it moves as cash.</li>
<li>For example, an HVAC technician who’s paid $20 an hour might be billed at a fixed $50 per hour.</li>
<li>Job costing is useful for project managers and supervisors because it measures how to improve estimates and budgeting from several different aspects of a project.</li>
<li>It’s also important to look for areas where cost savings can be made, such as using more economical materials or reducing labor costs without compromising quality.</li>
<li>Unlock the keys to your success with financial projections and prepare for the future with cash flow management assistance from Rooks Bookkeeping.</li>
</ul>
<p><h2>Record Day-to-Day Financial Transactions</h2>
</p>
<p><p>Construction accounting software will help keep your team organized because it records financial transactions in one centralized location. For example, the software can keep track of project expenses, invoices, cost-plus hours, etc. Depending on the project, many accounting software on the market are specified, and general accounting software may be applicable. However, as a construction company grows, it might be a good time to consider exploring software developed for the construction industry because transactions become more complex. Some software allows for cloud-based storage which allows data entry from any location. Contractors operate their business primarily around projects with billing, production, or labor.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="bookkeeping construction"/></p>
<p><p>Embrace streamlined bookkeeping practices to improve efficiency and ensure financial success in your construction projects. A construction bookkeeper <a href="https://www.merchantcircle.com/blogs/raheemhanan-deltona-fl/2024/12/How-Construction-Bookkeeping-Services-Can-Streamline-Your-Projects/2874359">How Construction Bookkeeping Services Can Streamline Your Projects</a> plays a vital role in managing financial data for construction projects. Their responsibilities differ significantly from standard bookkeeping, as they need to account for project-specific variables like labor, materials, and job costing.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="bookkeeping construction"/></p>
<p><h2>Contract Retainage</h2>
</p>
<ul>
<li>General contractors need to subtract subcontractor payments from revenues to calculate working capital turnover, as this money simply passes through the GC from the owner.</li>
<li>Unfortunately, this becomes so commonplace that even once the business is established and successful, expenses are still paid out of a personal bank account.</li>
<li>The percentage of completion method has numerous advantages for companies that are balancing several long-term projects.</li>
<li>Accurately tracking these expenses is essential for maintaining a healthy bottom line.</li>
<li>Construction accounting also includes the management of accounts receivable and accounts payable, cash flow, and the reporting of financial information.</li>
</ul>
<p><p>These reports are crucial for managing project profitability and overall business performance. An AIA is a document that contains the completed contract billing throughout the entirety of the project. Many construction companies suggest a close review of an AIA billing contract to ensure that all parties involved are receiving equal advantages. It is common to use this billing method, especially when companies aren’t able to estimate the unit production for the project with certainty.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="bookkeeping construction"/></p>
<p><p>Before choosing a bookkeeping software, ask if they offer a free trial and use that time to get familiar with the way it works. On the other hand, if it’s super easy to use but doesn’t provide the flexibility you need, you should consider trying a different one. There is a lot of construction software out there for today’s construction firms to choose from. Ideally, a construction software that automates some &#8211; or  all &#8211; of your bookkeeping would make running your business a lot easier. Nothing would be worse than losing years of data to a computer crash or natural disaster. It’s smart to have duplicates of all your records in case something like this happens.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>A Guide to Construction Bookkeeping</title>
		<link>https://caspianlines.com/a-guide-to-construction-bookkeeping-2/</link>
		
		<dc:creator><![CDATA[caspian_admin]]></dc:creator>
		<pubDate>Mon, 19 Jul 2021 13:50:38 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://caspianlines.com/?p=2209</guid>

					<description><![CDATA[Contractors may increase their revenue if they’ve estimated the unit pricing correctly. But since production quantities can end up higher than expected, there can be a risk between customer and company. Apart from multiple prevailing wage and union rates, contractors commonly deal with multiple rates for numerous other reasons. Working on jobsites in multiple cities [...]]]></description>
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" width="250px" alt="bookkeeping construction"/></p>
<p><p>Contractors may increase their revenue if they’ve estimated the unit pricing correctly. But since production quantities can end up higher than expected, there can be a risk between customer and company. Apart from multiple prevailing wage and union rates, contractors commonly deal with multiple rates for numerous other reasons. Working on jobsites in multiple cities and states, employees may have multiple tax withholdings, all within a single payroll. In order to calculate how much of the contract they’ve earned for a billing period, they might choose among a number of methods, including cost-to-cost and estimated percent complete.</p>
</p>
<p><div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/lp73U6I_nm8' frameborder='0' alt='bookkeeping construction' allowfullscreen></iframe></div>
</p>
<p><h2>How Is Construction Accounting Different?</h2>
</p>
<p><p>Outsourcing allows businesses to scale their accounting needs according to what they need at that time, which increases their flexibility. Due to the value and time-consuming nature of construction jobs, payment charters have a schedule all their own. In most sectors, commissioned contractors get paid when a product or service is completed. Among the most popular platforms are Procore and Sage 100 Contractor, which offer a wide range of features and  benefits that can streamline various aspects of construction management.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="bookkeeping construction"/></p>
<p><h2>Union payroll</h2>
</p>
<ul>
<li>But since production quantities can end up higher than expected, there can be a risk between customer and company.</li>
<li>You can use this method of revenue recognition even if you’ve received payments during the contract period.</li>
<li>While bookkeeping in the construction industry can be challenging due to its many considerations, it’s an essential part of successfully running a construction firm.</li>
<li>Calculating revenue can be difficult without the right information, especially when your firm works on multiple projects.</li>
<li>Projects like government-funded projects require you to pay a prevailing wage, a minimum hourly rate that’s typically higher and determined by each state’s Department of Labor.</li>
<li>While cash-basis accounting has several advantages, it’s not for every construction business.</li>
</ul>
<p><p>Cash flow is the lifeblood of any business, and general contractors must monitor it closely. By reviewing your cash flow regularly, you can ensure there are sufficient funds to meet current and future expenses. Construction bookkeeping services can help in setting up systems to track income and expenses efficiently, providing timely reports to help you stay on top of your finances. Effective construction bookkeeping is not just a compliance necessity; it’s a strategic asset that drives profitability, fuels growth, and empowers informed decision-making. Working with a certified bookkeeper or accountant specializing in construction accounting can greatly benefit your business.</p>
</p>
<ul>
<li>Using the correct billing method for your construction company can make your journey to profitability that much easier.</li>
<li>This approach lets you record income proportionally throughout the job, smoothing cash flow management.</li>
<li>In other words, it tracks how money “accrues,” or accumulates, in holding before it moves as cash.</li>
<li>For example, an HVAC technician who’s paid $20 an hour might be billed at a fixed $50 per hour.</li>
<li>Job costing is useful for project managers and supervisors because it measures how to improve estimates and budgeting from several different aspects of a project.</li>
<li>It’s also important to look for areas where cost savings can be made, such as using more economical materials or reducing labor costs without compromising quality.</li>
<li>Unlock the keys to your success with financial projections and prepare for the future with cash flow management assistance from Rooks Bookkeeping.</li>
</ul>
<p><h2>Record Day-to-Day Financial Transactions</h2>
</p>
<p><p>Construction accounting software will help keep your team organized because it records financial transactions in one centralized location. For example, the software can keep track of project expenses, invoices, cost-plus hours, etc. Depending on the project, many accounting software on the market are specified, and general accounting software may be applicable. However, as a construction company grows, it might be a good time to consider exploring software developed for the construction industry because transactions become more complex. Some software allows for cloud-based storage which allows data entry from any location. Contractors operate their business primarily around projects with billing, production, or labor.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="bookkeeping construction"/></p>
<p><p>Embrace streamlined bookkeeping practices to improve efficiency and ensure financial success in your construction projects. A construction bookkeeper <a href="https://www.merchantcircle.com/blogs/raheemhanan-deltona-fl/2024/12/How-Construction-Bookkeeping-Services-Can-Streamline-Your-Projects/2874359">How Construction Bookkeeping Services Can Streamline Your Projects</a> plays a vital role in managing financial data for construction projects. Their responsibilities differ significantly from standard bookkeeping, as they need to account for project-specific variables like labor, materials, and job costing.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="bookkeeping construction"/></p>
<p><h2>Contract Retainage</h2>
</p>
<ul>
<li>General contractors need to subtract subcontractor payments from revenues to calculate working capital turnover, as this money simply passes through the GC from the owner.</li>
<li>Unfortunately, this becomes so commonplace that even once the business is established and successful, expenses are still paid out of a personal bank account.</li>
<li>The percentage of completion method has numerous advantages for companies that are balancing several long-term projects.</li>
<li>Accurately tracking these expenses is essential for maintaining a healthy bottom line.</li>
<li>Construction accounting also includes the management of accounts receivable and accounts payable, cash flow, and the reporting of financial information.</li>
</ul>
<p><p>These reports are crucial for managing project profitability and overall business performance. An AIA is a document that contains the completed contract billing throughout the entirety of the project. Many construction companies suggest a close review of an AIA billing contract to ensure that all parties involved are receiving equal advantages. It is common to use this billing method, especially when companies aren’t able to estimate the unit production for the project with certainty.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="bookkeeping construction"/></p>
<p><p>Before choosing a bookkeeping software, ask if they offer a free trial and use that time to get familiar with the way it works. On the other hand, if it’s super easy to use but doesn’t provide the flexibility you need, you should consider trying a different one. There is a lot of construction software out there for today’s construction firms to choose from. Ideally, a construction software that automates some &#8211; or  all &#8211; of your bookkeeping would make running your business a lot easier. Nothing would be worse than losing years of data to a computer crash or natural disaster. It’s smart to have duplicates of all your records in case something like this happens.</p></p>
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