Home » Bookkeeping articles » Double Entry Accounting

Double Entry Accounting

November 3, 2021
Bill Kimball
array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(80397) "<p><img src="data:image/jpeg;base64,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" alt="double entry accounting system" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="366" height="217" /></p> <p>Additionally, the nature of the account structure makes it easier to trace back through entries to find out where an error originated. Double Entry is a method of accounting in which every transaction affects two accounts equally and correspondingly. That means one account’s value will increase and another account’s value will decrease at the same time. To enter that transaction properly, you would need to debit your cash account, and credit your utilities expense account. Once your chart of accounts is set up and you have a basic understanding of debits and credits, you can start entering your transactions. While you can certainly create a chart of accounts manually, accounting software applications typically do this for you.</p> <p>It means that an inherent feature of a single transaction is that it is entered into two different accounts, in one as a debit and in one as a credit. In each case above, incidentally, there is also involves an expense category account.These expense accounts appear on the Income statement, not the Balance sheet. In the first example, the expense account is &#8220;Bad debt expense&#8221; while in the second case, the account is &#8220;Depreciation expense for factory machinery.&#8221; The two-entry accounting method is a staple in business accounting, whether it be in the United States or overseas.</p> <div> <div> <h2>What is double rule?</h2> </div> <div> <div> <p>The doubling rule states that if a one syllable word ends with a vowel and a consonant, double the consonant before adding the ending (e.g. -ed, -ing).</p> </div> </div> </div> <p>As a small business owner with hopes of growing your company, it’s better to use double-entry bookkeeping from the get-go. A single-entry system may work for small companies that have a low volume of activity.</p> <h2>Types Of Accounts</h2> <p>If your business is any more complex than that, most accountants will strongly recommend switching to double-entry accounting. A bakery purchases a fleet of refrigerated delivery trucks on credit; the total credit purchase was $250,000. The new set of trucks will be used in business operations and will not be sold for at least 10 years—their estimated useful life. Rosemary Carlson is an expert in finance who writes for The Balance Small Business. She has consulted with many small businesses in all areas of finance. She was a university professor of finance and has written extensively in this area. Lastly, the third entry in the Triple Entry System is both a transaction and an invoice, which gets entered into the Blockchain.</p> <p>One account receives a credit, while the other receives- a debit. While double-entry and triple entry accounting are two methods of recording financial transactions, they are pretty different accounting techniques. A solid accounting system is essential for the smooth operation of a business and the organization of financial records. Double-entry accounting systems have various effects on financial statements, mainly related to data accuracy and completeness. The total dollar amount of debits must always equal the total dollar amount of credits.</p> <p>To make things a bit easier, here’s a cheat sheet for how debits and credits work under the double-entry bookkeeping system. A general ledger <a href="https://www.bookstime.com/articles/double-entry">double entry accounting</a> is the record-keeping system for a company’s financial data, with debit and credit account records validated by a trial balance.</p> <h2>Accounting Articles</h2> <p>For example, a balance sheet shows assets, liabilities and corporate equity, all of which result from years of diligent strategic analysis and apt decision-making. Things like cash, merchandise, real property and intellectual capital represent resources a business will use to operate and make money not only in the next 12 months, but also in the long term. An income statement chronicles an organization’s efforts on the revenue growth and expense reduction fronts, yielding net income &#8212; or loss, if expenses exceed revenues &#8212; at the report&#8217;s bottom. A statement of cash flow incorporates monetary fluctuations from operating, investing and financing activities. An equity statement offers a window into elements such as dividends, money investors pour into corporate coffers, and short-term borrowing arrangements and long-term credit commitments. Some transactions affect only one side of the accounting equation, but the double‐entry bookkeeping system nevertheless ensures that the accounting equation remains in balance. These two asset‐account entries offset each other, so the accounting equation remains in balance.</p> <p><img src="data:image/jpeg;base64,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" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="370" height="182" /></p> <p>So, if you buy something on credit, the amount is credited to the supplier’s account. Similarly, if you make a sale, the amount is credited to the sales account and it will eventually contribute to revenue in the profit and loss account. Under the double entry system of accounting, each business transaction affects at least two accounts. One of these accounts must be debited and the other credited, both with equal amounts.</p> <p>Free AccessBusiness Case TemplatesReduce your case-building time by 70% or more. The Integrated Word-Excel-PowerPoint system guides you surely and quickly to professional quality results with a competitive edge. Rely on BC Templates 2021 and win approvals, funding, and top-level support.</p> <p>It is more prone to errors, especially omissions and duplications, because it lacks the double-entry accounting control method of balancing accounts. Double-entry accounting is required for all public companies, and it’s generally a necessity for businesses that rely on outside financing. Bookkeeping can be complicated businesses of any size, and double-entry bookkeeping, all the more so. Here&#8217;s a closer look at this financial process and how understanding double-entry bookkeeping can help your organisation. Double-entry bookkeeping produces reports that allow investors, banks and potential buyers to get an accurate and full picture of the financial health of your business. In fact, a double-entry bookkeeping system is essential to any company with more than one employee or that has inventory, debts or several accounts. Small businesses can use double-entry bookkeeping as a way to better monitor the financial health of a company and the rate at which it’s growing.</p> <p>The journal entry puts the van on the books by increasing the balance in the asset account. It reduces the balance in the cash account with a credit for the same amount. Businesses of every size maintain their books using accounting software designed for double-entry accounting. Even small businesses can benefit from the time savings and accuracy that leading accounting solutions bring, especially as they grow. Some systems simplify data entry by tracking digital receipts and allowing users to upload photos of physical ones, a much better alternative to keeping shoeboxes full of paper documentation.</p> <h2>Double Entry System Of Accounting</h2> <p>We&#8217;re Accounting Principals&#8211;a leader in finance and accounting staffing. In fact, since 2010, we&#8217;ve been part of Adecco Group, a Global 500 company and leader in staffing services around the world. We believe in forming real relationships with both our clients and our candidates. Today, most accounting jobs have access to reputable accounting software has the double-entry method built in. Still, it’s a good idea to have a basic understanding of this critical accounting concept. As you know, each time you record a transaction with double-entry bookkeeping, you need to create two entries. If the two sides of the equation are unequal, you likely made some type of accounting error and need to find the mistake.</p> <p>Triple entry accounting involves cryptographically securing all parties involved in the accounting process and linking them via a smart contract to a third entry. The purchase of furniture on credit for $2,500 from Fine Furniture Co. will be recorded on the debit side of a furniture account because the furniture is an asset and is increasing. Also, entry of $2,500 will be made on the credit side of the Fine Furniture Co. account because the liability to this creditor is increasing.</p> <p>A business transaction is an economic event that is recorded for accounting/bookkeeping purposes. In general terms, it is a business interaction between economic entities, such as customers and businesses or vendors and businesses. The double-entry system was first proposed in the 13th century, even though accounting practices remained for centuries. Double-entry accounting is a method of documenting financial transactions that involve two accounts for each transaction. From the example Chart of Accounts, below, you can see that that Accounts receivable and Allowance for doubtful accounts are both asset accounts. Allowance for doubtful accounts, however, is a contra-asset account that reduces the impact contributed by Accounts receivable. The Balance sheet result is a &#8220;Net accounts receivable&#8221; less than the initial Accounts receivable value.</p> <ul> <li>The total debit account and the total credit account should be equal if all the entries are correctly made.</li> <li>Transactions are a single entry, rather than a debit and credit made to a set of books like in double-entry bookkeeping.</li> <li>Instead of ensuring that you’re meticulously recording every transaction twice, apps and software can automate this whole process.</li> <li>For example, transactions often debit accounts receivable and credit sales, or they debit cash and credit accounts receivable.</li> </ul> <p>They needed, moreover, systems that recognize transactions for acquiring assets, earning revenues, incurring expenses, creating debt, and owning equities. This period saw, for instance, rising levels of international shipping and commerce. Merchants began selling &#8220;on credit,&#8221; forming partnerships and companies, obtaining funding from private banks, and covering business investments with insurance. These include activities that complex businesses must track and manage, but which are invisible to simpler accounting systems. The debit entry increases the wood account, and cash decreases with a credit so that the total change in assets equals zero.</p> <h2>How Is A Double Entry Bookkeeping System Used?</h2> <p>Because the business has accumulated more assets, a debit to the asset account for the cost of the purchase ($250,000) will be made. To account for the credit purchase, a credit entry of $250,000 will be made to notes payable. The debit entry increases the asset balance and the credit entry increases the notes payable liability balance by the same amount. In accounting, a debit refers to an entry on the left side of an account ledger, and credit refers to an entry on the right side of an account ledger. To be in balance, the total of debits and credits for a transaction must be equal. Debits do not always equate to increases and credits do not always equate to decreases. It may help you to remember the rules if you keep in mind that assets in the balance sheet and costs in the profit and loss account are both debits.</p> <p><img src="data:image/jpeg;base64,iVBORw0KGgoAAAANSUhEUgAAAmUAAAHeCAAAAAD/ASPQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACAgSURBVHja7Z0trOVGlsf/YMCCASmpQUCDSDUgYEEDg4ABASPVgIABkbxgQMCCsRTYYGWNFLBgZQUsCFhLCwIWGAQMaBktCDBo2JYGBKysBgEDUlJAgwYNzgJ/VfnjPt/7fN+9tv+HJH2f7Vv31M+nTp2qOgdCoVxbQBVQSBmFlFEopIxCyiikjEI5NGWgAKSMraYOSBkpY1tJGSljq6kDUkbK2FZSRsrYauqA/UXKSBlbTR2QMlLGtpIyUsZWUwekjJSxrWw1KaOGqQO2lZSRMraaOiBlpIxtJWWk7FCtLhSQT/3BaiBiz5GyNSQBkEziB8Cw50gZKSNlV2p10h8bM2Fa3gtlyeBIW0zKtkzZoDd1dh+UDQ9OGlK2I8qAoLxHyh6yZZUCUlJ2z5Q1HZXHCgBUeSeUnTW3vcjekbInp0xEJFGPxIyUkbIHKZNSAdCWlJGyK1ImJeY4IWWkbC3KJAGgLCkjZdekTBS86VqVGgVAh5mDXgToqvtXjm5ZqaHMpgZAEFezGORRUD/1LMpMPdvMQwXoqGg+DdzZaCgiYuuFrjwEdGQl8JorEgOqImW3pCx2ebBR338qcXsbxZQBq/83V+096TRlZQ+GLs6gDIBxbo4nwh6m/bZEmrYXYvwXxwJQtGU3paxwPio1RnbiYcqiiUCXR1nmPTU7j7Js9HTPlkUdZW0zCskA6P4pWXsZKbsZZQIAdTDDKgAqKUVsbroufIgyBSApRfIA/VDqUpYDQJh3Ty3PoUwBMHn79GJ6QC4AaEBlInnS/I7+W4L2RlJ2O8p013sGQGBdA1QsoKxfPzC9DXEwsMoxYMm02z5PWX9v4GA/QZkb+Ivc5YOqaxUpux1lHUKFP910HLbTlHVgWtUZMwcDfx5qJo3ZYHXV+zhzUFKnKCu8+Ex7qaTd95OyO6AsGjvNqBaMmFbGNsTBQDs9Xg+fyQOUwf0482bDdp6yeGCfc2fArEjZvVDm9KKIiIRdHz8wx/QQMgMMSni7Zu3kkOlDpqYHUqcVU36Z2/S0/9IKQMB42b1QVvbdMURoKWW2e3yPQTYwXrOUPTj1PE2Z99AK3RuT9PaQlN2OMtV03qir8i6YsZQymaAsGafdD65OmWOHdW+hSdltIxm2DToNI2lmo5Rl7SelE/cjZTejrGgndU9HWXJ9ykQ1Pn/szANI2c0oi90A+mjEjFeh7MFNH+tTFjcTZneGS8puRlk36R911fnefx8A7R+W3oaysm5K6YY4SNmtKOvX/CwGkQzjLQosjWSEg34v3AXRp6NMAgClRG4QmJTdiLLK2fgT+EvZVR+5it2/2MCnLPCjsumw3+FFZZ+MshRALMpdNydlt6HMBs6UL/Vjm2EPU+r2YoS5FaaqXy1w+j1aMGReQllwmjILQOXecgYpuwllmUKzwU+kWYYMrQNTu3hU9Us9NgBGq+VV/6do1O+Vv05URerxlEnP8xxlEtUbNZzLSNmTU1YVsR6clMvrg8CVSJUZb/3ZAEBSSZUpIBjt/FFJJTbTDrJuvycAYLJKRMo0mOTpbMqCGu4qS2Ypy0cHiEnZE1Lm7zW1g6mAs5yY+e5bG1O1PmXW2VWoJjeARQ8FZefOls9Tlo32yo6XrfRw0yQpuw1lZrA/unA2yxp3g06/izYW8SkTG3ZbdsrpMSzX7kZv+zBleIiyjtwTlMUYnJwhZU/U6j4Sr0yUVePr8sgAgIkHm8DcAyS63xKroEWkiDSg3KMjw/xl3WMns52NFghMNwHR3kXu8B4qQIfl1Lc5BjgSUsZWX1MCL8xHytjqK0jpHzIhZWz1FWQUqCNlbPXaYv2YGiljq68gyWgBlZSx1WuLHp0wJmVs9cqSjVfpSRlbvbKk3uIFKWOrqQNSRsrYVlJGythq6oCUkTK2lZSRMmqYOmBbSRkpY6upA1JGythWUkbK2GrqgJSRMraVraYOSBkpY1uv1+qmENjcmUr2HCl7dKvdQmA6J2Vs6xVaPSgEVp13d7AgUx57jpQFfSGwaHBke8m3n1lllT13SMoyNweVjWFJGdu6equDmcKWpIxtXa/VF/hipIyUPS0mpIyULcRk4PFXapCaLujSLOaRBpTJrEiTrG5ULk7yKACg3aRnRZ0xtIoDJxtaEek2bxop23mr9Tjb4aBuc5/svy9nr0ppctIOS1/210B39CYAij5jnrHi5HnMSNnuW50AQOTPLCM/1WHUoODmoFVDW6b7KWsvbrnpPHAT0JbOs3JStvdWW+WbnWaAc0ZA2yZxNQDCQuqk2dN+WQ4AYS5ic4PeIrYZtzMrZQgAsQKCvMlLqywp23urm7zmQTYYRjsLkzWWrXLG1lRNUmbVwIA5Fc67IhXNQBuN7yBl+2113gxeOu1sSupmCAudYq7J6TmmX73JdMbMq4RSOpDVf4pI2f5bXbXL5aqtOePUbRbrltmMT1OmvZxPececX9VJu2CVk7nWSdkOW11EXWGJ3n5l/YAZt+ip8hRlpW+X7EwpTb+Q3RoRN1K2jVZXcT1uNp541lciMd3igAGAQXzLYyQbl24lZaTMm2wmyin70NZtlqrnrYlkuOFWn5HZSuakjJR19izoo1ddsvPUKRFozagWDikjZeeaM9XNLbvCDYFXJ7gIndj/EsoSUkbKBuIUZa3rNks1zHpepV5ZxBFlk2VZSRkpc+aaPWVpPV9MJ1aAMjVTgjAlZaTsLMpsvcqkp2qTlzMlCAvMnAIgZaTMp6ENeIUA8nI6Mm9mCl1iiklSdnjKQuPEv6xbFSQHEMb+HqBWAo+yfnIQzQyZpOzYlBknLGGNVxVa10Xo9RjIot/pY7zF7srfL1ZFipSRsnpcVHFhRcpU+0tIsRuLqOEIcytSJs4+iriuaW7zqI9lmKwSkTLtLR4pOzZl7m7CwTplNTgGHLoXRv5FHSnRVFCWlB3d+7exw1lUDb0vZ79E6ezA7vdmZIMd2blzVL0bjEnZ4eeYNquPg5h0cNAjH+7KL2MDQPkXlvWBkz6olkcGg9wuhXIflHo203Dnz6FbbVfZLc2eI2WnJF1jGyt7jpSdFH1+chb2HCk7T3I4wTL2HCm7ihhnZxl7jpRdRapH5mlhz5GyhyXCXaRZJGW7bnUI6JI9R8o23GpSRg1TB2wrKSNlbDV1QMpIGdtKykgZW00dkDJSxray1dQBKSNlbCspI2VsNXVAykgZ20rKSBlbTR2QMgopY6upgx1QRgEp2718T72RMlJGykgZKaOQMlJGykgZKaOQMlJGykgZKaOQMlJGykgZKSNlFFJGykgZKSNlFFJGykgZKSNlFFJGykgZKSNlFFJGykgZKSNlpIxCykgZKSNlpIxCykgZKSNla8hX9yy/x103779J2dKWfX/PEt9z4/71K1LGsfzq4zkpI2WkjC0jZaSMQspIGSkjZaSMfUnKSBlbRspIGYWUkTJSRspIGSmjkDJSRspIGSljX5IyUsaWkTJSRiFlpIyUkTJSRsoopIyUkTJSRsrYl6SMlLFlpIyUUfZBGSjAZaBTbSPVgZZkbXNK1Y2UQMpIGSkjZaSMlFF1pIyUkTJSRsoopIyUkTJSRsqoOlJGykgZKSNlpIyUkTJSRspIGSmjqkgZKSNlpIyUUXWkjJSRMlJGym4hhQJyUraaGMCQsqEkABJStt4PuvTEDCkjZaSslUp3h6i0iXP7OMpKDcSHoaxKjAYQRJldizJrAGN3R1kyOK8XVY+hLHmSt/I+KCtMrzWV2HUoKwCg2D1li4bCRZRVCkj3S1nsa02X61MWAOF+KGuAKdL67YzWGTELXGvmdA+URQCg01JEylQDCNYfMa8wMNyeMhEpzSLMFnn/u6YsAlwPNNOP4mEGp71S1qgvJWWnJQeAzPnAhoaUnQFMCEBZUnZKrMaqLtPxKLPqYYSOTlm24E0kZSeBSQEoh7osrINCxegmmxoAQVx5L3nUTI96CfdGmZ5zXm299JaHgI5aDPMoAKDDzL+2ig0Ak1oPpxDQoyms2h9l1gvZ5Kr7rabyb+r/lI7slzfLNzujrAKAcs5+J7Vv2+qw7F84XUxFQlTuUtb+r3l8wra7pkyM81HkvVKle5P7p1H0wrNl0c4oS2fNS+EqpmgH114yf5bVRignKPNsmd4hZUk/yMUAEJciVaYBaNtfoQAkpUgeAN0ODdcX269fFs3+sgKABlQmkifdZDTMRWxuXAuYAEBUiuTGN1eu5dqzXyZZp8TCMWA27K+sFwyCsrd9+kiUmdnJT+Hb/HoqlTmqNs6Ym/XqPiBlPR7G9dCs6saJBAAC66oyPxBl+gHKihntms6Yxe6cqDg2ZZU/P4w7BSb+TD7qPLNjUIbTlMUej44Dl3f3aW/6kB2astQPcPdKGtyUe0Ps0SnT/etX+lMf676+ejowdjzKIn8XSjFHme3UQcq835wNLmz/WgyCiEekLG2VYcbp4uPJmw5GWbCUsvG2qnrrxqz+DkRZ0tJEyubnmCEpexxlpnXHxpSpnJTV06DgQsoSUtZ7WdUokHHqpoNRlnUaWkBZco7+jkNZ1r2p4ULK+inTMSirZvfgDX5zOkNZRu9fd/GLZE6ZE5GM8ECUuasdJykrZhy44vCRjLgP+cwpSRI39F9HPNIjUVbMxTKGv3luWd0fco8Xlc2ctW/RM0Omv8JU9TobUhbsk7J6XuTtF4vVFGXRDI2hG67NTq0w2R1SVoXeEknmLf1KYUJ37hTUZNmgV5mn5VkfefuUVcp3zYqgZmNIWeXTWEXKMYZZ77xNU2aGKO+BsiILh9vB6iNNuRWRItadBpudPyqpxGYagKomKAtqEqss2R1lUir3pFzQjowjLyEBAJNV3WWuYpOq2fkTTFMWA1CF2DzaA2V+SMw7mhNMBWUlAeD+SRVTfkm2172yIvXJ0/Gp37EvGk0EZaXZx9JpPJmmrNrVXlmcOIqfOOrQ7k6pesPZ4Fy1r+Vox5SJdTXTqm1ixpPrSe3aLuRtSpmhrH9Pt06Zk40lMMmEq2+zMACgTOI4aApaRIpIA8o9NdGdLmk0HCpAh+UeKROxWRQAgInzmd/faCEyg8tqhEIN6LCoaQr6eYET4ygjDSiTb52yLQpzMZIyUkbKSBlVR8pIGSkjZaSMlJEyUkbKSBkpI2VUFSkjZaSMlJEyqo6UkTJSRspIGSkjZaSMlJEyUkbKqCpSRspIGSkjZVQdKSNle6LM6psWs5+R7OLDTTejLHyKSsbTUiro6q4pS651yPtRUlxc1fZWlBXrn/VebinUKqXir0iZXr98yBqiLzVmt6IsWrOKyAVfvkKBsetRll23FPbFBd2zuWpGd0pZ9WAlPbfU8fRPVv7Z/TO/Pb1jyoLrvoIXF3S3l5ZouhFl8YOOR/LQOXDziJP2q3Tj1Sgrca0q9Y+k7OJB4EaUqQdrMF6VslWGpKtRFl/Z9794xJT8Qm/6NpQtaO01R8zLTf+TUKavlazu8XxeWKH1NpRF6+esO3vIVPdKWYnbBXkeEnNZx92GMnXrtzXB48Oe16Isxj2GZHu9ZRuhLL/521qsMGRei7Lg1oZ+fb3dhLI7eFtXqPp7Lcq8HMLnVG+3WagBmMjVbRkbAMqkDrhtyq2oq23Sv/3tpKhKjQJg4moFvd2EstHoXsbBMMlil75Mw18PipvZdKE6413UeVKrJADg6VPEZqGTgq+D2zx+Hnclyvxs6mdUb08VRrkW+/SLUKmLCtrxLxxY0dKZ4jdJQ+3gkmoblA2Sqjuq6NMlFm6dtNSf5qhWD0695KJXjHbi07maqKrTmNPsLinzc2BfVr29NYalmqx53+q48jOH9xVN/Oy0gW8GL4gB3YKyQS7PYcLdWkXdRZmfhT5r1TWgLHdz81bu1Z60tizFo9cyr0RZ5LkT51dvt3nURhorBSDIrEgRuYnIu1Bk4L3BcaeTAIBKK5EyUb69Sy7S2y0oy3znPwSgM9ukCI+HKFp4q2dB+zINKGvyjFeJm323bFVfRh58q9TpuBJlfsWuS6q3S9mk+TeOASucmtIdZf4brNvR0K10UvmFKtKL3P9bUDaoi9AXeLG6H/V7DCIXyt6qDyjr9JI7tRH6SjBD9ZSPd/+vRJnyPJ+l1dujiWm7/yY5NZo6yqxbR6LsXGLlLiSN/USzCcpCz59wQzBOQd/+5+QuEOlUYVG//ovx1KndN9X3DXGXlPkNW1q9XU2EPyJvELA9H/1XhM6Q2bmqme8JB26DtkOZPya4E047WbpFOdrq5zgDynoXtQexcHtosDq4IcoWVG+f7Hzlm+uelv4rcmfI1G1HhL6mYre7ClyyanIflLkqNiPK4h6WqtfKgLJk4nUr3M8Tf3aES/dKPT1lC6q3Tznl1YA8M0GZ8wb3AdeB1U+GlGHjlE3bsrJ/f5zh9VzKJmxZsTnKltbV7l06X+zwK3p/rp/bTtyXb50ydyHA8Qhc9eruEt0Prwsos+4UyvdodkhZcQll/SxIdfrZI2Vl71RNzzGd+WHpzHcWUObOM4ZT8N1QlpxBmRl/hW6GTGdteXxfv/iyVb9MQgBB3sbLwgn1Vu1Pc+3eEspKAEjaeJnnh23TLztVvT09Hfye+Yr27XMmpKfM1VbnmG1Ry8FqhvdzWpvkjnpLKLN6ejXm3ueY5VyvpicoG35eLqKsfYOdzVhqN5Sl04Y9tJM/J6uNnLe/bwllxi3xl8smKBvH/hdUb8+nOn92cPN+uwGQS+70iTlh5rca+9dAaFMDIIjLmZfG1kHH2P35CyjLAJRttT47etH13VKWzdqOGXKqqYrZs7SMSjpGXowsOXG6ZTvrmIn7PlQze83G5UEzP8y4gLJofkvu/a5jzhrmThFTvRx4n6e65cc8SFm9nuTayArzR5XCi7YG3nxPRrGIsgJAmHvv2ALKzDxl6eO3616JsvzkuuFc9fbM+dxGDUTaG95soibd+wiAGW0icrb7ZDp1R56N7C+zntlXmDyLNFCvblRRnUNZCiCc1kl0t/vLKm8sP696e1SKVGnnvRd9Qfgqc3aG+ZTljd8qnnmDigsRsXnk5Xu4KJBxm12M3guR9/WRjYkzO63euJkdyDmUSbvnTBljwqRc4rPcnDJfO8urt3u79FLHwo333Q1mPtrf4yjD3Y+DoGy4Ecp8Q5IPqr1PqrcaBSOWUCb+BklTPvKdfBLKomG3Lqze3u841t3tpTvLjqrp+XWMUYjauiyb4mRc7l4p87YxDt+b5qUaqjfAwCddQtngve93A174Tj4JZblrWM6p3l4fJNHe4RIpY6MABJEzyfYLuksVTEwTqtRoADpMq8EQUG2EMuu4HpVqlWqLIjOdwRqqN9eD2ZV7ukR5HnF3Z9yBVRZFrJxvTVZIbHW1s+XqlvmQHuy4QDZCmRudGUzN0xWMzMyM3OreF1vjzOPVKIse7zNeSbIL88TchjKntcp3kFaIY3nEpgNzX3T8PZrlq1GW320Kg/DC84W3ocyxvAOqcqyXhnC4UaHfZ5uukQnyevnL9J0OmZcmY7lVZqmo63Dlb04PVswEOhh9s94vWyMZyxUpS+80U0Z66W6pG1FWels0EeWViNjaQ18tT0tVByULEZGynljk3bcnd0yZVes5p2vKxSmvbpVX1rTWZHzmd71MJKMzv1lvSe85r+wd58jONkVZ32IvAOiGGVeQ3Ntf1kYXrVrF9ztcvv/0Ygt7D/n+qzSsQ9QmytZOqZTHRgOANv0CU+kdPrtHyvYmrF1CykgZKSNlVB0pI2WkjJSRMlJGykgZKSNlpIyUUVWkjJSRMlJGyqg6UkbKSBkpI2WkjJSRMlJGykgZKaOqSNktKKNcmo+Qahupji8e5V4HBQqFlFFIGYWUUSikjELKKBRSRiFlFFJGoZAyCimjkDIKhZRRSBmFQsoopIxCym4uP//tza/sqGXy7u+vfiJll8j7T4CPXnz58rufSdG8/OO7l18Gz4CPfiFlF0mTmf7FB7J0Qj6vtfQtR8wL5TMA+M0bknRK3v4WAH73gZRdKK8B4AuCdFr+DACv6P0/RoH//OLztyTpxBzpi08/A/7AOeYjRoN/+s2bD9989B1hmpPvn718//a3v/k7KXuE/PUbEXlDczZvyF6LyHd/EVL2CHn3QUSE5mzekImIyK+kbA158+KPjJoN5Jc/ffr6zpu4tRWmD3999j3BcuWH1pCRshXl9adf0Jz1huzLT368/1ZucLX8/Uuas96Qff1OSBnN2eEN2VYpk/cvn/0PIfvbNgyZbHd/2etPv/zl2Iz9+tVGDNmGKZP3L5/9cGTIXj3/yzshZVeXHz85rjn79avnrzbU3C3vyH739VHN2avnX21q+/C29/0f05xtzJBtnjJ59/XHr44G2Y8bM2SygzNMP37y1aHOnrz7+vn23qvtn5R795fnBzJnP37y5w2+VHs4j/nq+VHM2VbnO7s49bs9d/hgk52dnC1/9fyrd3tn7P12Azd7yWCwpfWWy2TLa2r7yZPx6vnXOzZn719+vOEI9I6ysfz65/2as9ef/mnL4edd5fz54dk+zdnm923uK7PUZrb1nWnItr5pc2/5y7Zw1uI8+fDN9jeg7y5L3i9f3v25sbPkzYsd7D7fYS7GHz7ejznbgyHbJ2VbOAa72JDt45DzPvPKfr8L72w/CRt2mr345y8+3XxSvb/vJ/nMbnNkf//sm01nCP3w7bP9ZJ7Zbyb2n794sWFz9tNne8qited8/9s1Z7syZDunTH7+4zbN2U+f/f6tkLLNyHcfbc+cffj2o293lnR+7xVy3n4e/LS1Fn/20956Yf91mL57tinLsLHmkrINGoc9GjI5SE25zdiHXRqyo1Amb3+/BROxPR+SlA3nbf957238r4++2Ws9s8NUYb33YPq2lypIWWfO7jmevvVlV1J2/+Zs14bsYJTdrTnbtyE7GmUiPwX3Z872bsiOR5l8+Oaj7++rRXs6pkDKWrmvQ0F7O3JFyjpzdj/ngo5gyI5J2f2Ys2MYsqNSdifm7CCG7LCUibx58cWNk+j8+i+/e30UbR+VspsnBNt3ujVS1sotkxvuP3UkKbu5OTuUITs4ZbcyZwczZIen7Cbm7GiGjJSJvP7d05akePf10QwZKZOnLmx0tLJRpOzpe36TpbpI2bY6/5iGjJQ9Zf8f1ZCRMheB/73yNOOohoyUeebsmgGG9y8Pa8hImSvXDJZuuVQXKVtXrhUv3XapLlK2CXN2cENGyp7AnB3ekJGyKXO27i7pNy+ObshI2bQ5W2+j9IdvaMhI2aSsd+hjF6W6SNmVZJ1zHzsp1UXK7tmc0ZCRsofN2b89KkPKh/+gISNlC8zZY5Kk/PQZDRkpW2bOLk349OFbGjJStlAuzfm0r1JdpOzackn+ur2V6iJld2jO/o+GjJSdb84+PqvSw3cf05CRskvM2fKSFG8/pyEjZZd6ZwvNGQ0ZKbtclhXh2mmpLlL2ZLKgDtdeS3WRsqc0Z6erPP/8BxoyUraCOTvldJ05EyVllLMnkOdMQ0kZ5QFz9u/Tn397LUMGAKSMcuXuIWUUUkbKSBkpo5AyCikjZaSMlFFIGSk7LSHSy24soUREUoQn/krKKCIiBsllNxY1EgnMib+Ssi1IESogiIq9UxYgIWW3kgiN7J0ywJCyG0kOhJVIEemtUJa2/1pEWdldpJGSspt55vrq37EuZclZlA0uImU38swNKSNlVydA2f5fNjUK0LFt+jORLADCUqQIgSBvLqsiDejETsBqFYrhc2rKKqBshjztzjsyn4ooABDmc5SFjReZ1n8tQkC3DNskAFRUuaNrLaGImHrEFJEqUtCJiE00VNT+iswACAtSdgXJgKDvFtX0Sk1egjio/13G9X9rIrLmMlW63Vm1z7PD59SUFUDRwFsrqXkmAjvGorZ+D1KW1f+IahdMw23lmLKkpqy5KWyur7/eGrjPImVrGzOge/11lFuxWdPJCYCwkgxQCAopgzoMWimEpUgeIOiNIJrIa4Bo9JxpynIgqcRmCrFDWZCWImVjYR8cMREUUgWNkQwQ5CJlCFVNjZgdZVCZVAZQSKxNm4bHUJmVKgFyUnYFSQDAlH50wzR/iRqjE9iai0JEoiYUX7XY1DYmaD7LR8+Zpkw3XGYTnlLz6AcpC2xNeCIiGbRtJpPJScpUWd9U27wAxh3OoyfwU49ImVSR8oaZriOTxlgVgG1850JEVAuX69XndTel3pQ1OUFZH2JwYRXvswcpc/2+sG2Nd/kEZXnzz9i5+rzwCCm7RGyiGhtUO99oKTO+5oFEpEIvjtGoB76g6TvvOZOUZc5jiuH8Awspa/kJRUT3zztNWeG9InVrIqc1pOxaUioErrJPUFY4HeKsgsfQImUzCfCfM0lZ4jymdNvhkLeYMtMEKRxn/zzKTH+zImVXk6iZfYWlO2JOUVZOjXDNx3E9xg6eU3do6VOWThoNDZXZ5SOmS5majMotpCzchDu2ecpiQCRqHLGTlInvw3USIBJd/2nwnKZDfcqKNvYx8Przc/wylzIzGYRYSFnyBEsgpMxqhH1sNTxJWehEMMQNdamy8ccHz+koi9tBsXfkRkwU0tu9GcrUJGWpF8FwnlguoKzcRgRjo5SVKs6tSB4AhUgdPMqDk36ZFIDJRWzur7BbQDfmZPCcpkNDIBWbKrTsICpFqiwM3TlEUEmVnPLLMiCTqhxRZhV0ZkWKWJeedYzEFg9RJgYqqUTKNEhJ2eqUdU5vJiK2CfUHJynrp4e+oxyiNQiD5zQd2nj2qvXIoglnvXm00vOUWdXMbgeUOTOHchB1bkbUU5S1TQZI2fqSRwZAENeDjY00EOZlS1nYothamqyJsGlAmbQaDk7tUOo/p92RXYYKOralt46pw8y67TGAjm2IQuZ2ZJchoHNnR3bYmFCbBABM7EWYbaSgEnHWMcvmpqSxu01rMgMgiDYxcHJH9n13D/dkUEgZKSNlpIxCyiikjJSRMlJGIWWkjJSRMsruXhaqgELKKKSMQiFlFFJGIWUUykry/1pYrS2Num5dAAAAAElFTkSuQmCC" alt="double entry accounting system" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="613" height="478" /></p> <p>While double-entry bookkeeping does not eliminate all errors, it is effective in limiting errors on balance sheets and other financial statements because it requires debits and credits to balance. An important point to remember is that a debit or credit does not mean increase and decrease, respectively. However, a simple method to use is to remember a debit entry is required to increase an asset account, while a credit entry is required to increase a credit entry. The trial balance labels all of the accounts that have a normal debit balance and those with a normal credit balance.</p> <p>In reality, even a small business may identify a hundred or more such accounts for its accounting system, while a large company may use many thousands. Nevertheless, for bookkeeping and accounting purposes, all named accounts fall into one of the five categories above . Business owners who have previously operated on a single-entry system will want to make the switch to a double-entry system as soon as possible. As your business grows, so too will the complexity of your financials.</p> <h2>Balance Sheet Balance And Tracking All Transactions</h2> <p>So, if assets increase, liabilities must also increase so that both sides of the equation balance. Since Direct Delivery received $20,000 in cash from Joe in exchange for 5,000 shares of common stock, one of the accounts for this transaction is Cash.</p> <p>Single-entry accounting and double-entry accounting closely map to whether companies use cash-basis accounting vs. accrual accounting. As the name suggests, with cash-basis accounting, each entry consists of a debit or credit to a single account. Journal entries are the building blocks of every company’s accounting system. Bookkeepers record financial transactions as journal entries that increase or decrease the amount of money in different accounts, depending on the type of transaction. For example, an e-commerce company buys $1000 worth of inventory on credit. This is reflected in the books by debiting inventory and crediting accounts payable. Marilyn points back to the basic accounting equation and tells Joe that if he memorizes this simple equation, it will be easier to understand the debits and credits.</p> <p>Joe will be able to see at a glance the cash generated and used by his company&#8217;s operating activities, its investing activities, and its financing activities. Much of the information on this financial statement will come from Direct Delivery&#8217;s balance sheets and income statements. Now, you can look back and see that the bank loan created $20,000 in liabilities.</p> <h2>Use Accounting Software</h2> <p>The Financial Accounting Standards Board , a nongovernmental body, decides on the generally accepted accounting principles . Public companies have to follow any rules and methods outlined by GAAP. This above becomes clearer when we look at the accounting equation, one of the fundamental principles of accounting. Periodically, depending on the business, journal entries are posted to the general ledger. The general ledger is the exact same information as the journal, but sorted by account. As he enters his transactions, Joe will find that the chart of accounts will help him select the two accounts that are involved. Once Joe&#8217;s business begins, he may find that he needs to add more account names to the chart of accounts, or delete account names that are never used.</p> <h2>The Top 25 Tax Deductions Your Business Can Take</h2> <p>Since a debit in one account offsets a credit in another, the sum of all debits must equal the sum of all credits. The double-entry system of bookkeeping standardizes the accounting process and improves the accuracy of prepared financial statements, allowing for improved detection of errors. Single entry, as the name suggests, records every financial transaction as a single entry in a list. You start with the total amount, and every subsequent transaction either adds or subtracts from this total. Over time, single-entry accounting usually only works well for cash-based businesses—and even then, most accountants will suggest double-entry bookkeeping. This is because most businesses have multiple types of accounts, and their value is expressed in different ways, not just as cash in a bank account. Double-entry accounting is aimed at providing a system of checks and balances that can show whether your bookkeeping system accurately reflects your company&#8217;s financial situation.</p> "

double entry accounting system

Additionally, the nature of the account structure makes it easier to trace back through entries to find out where an error originated. Double Entry is a method of accounting in which every transaction affects two accounts equally and correspondingly. That means one account’s value will increase and another account’s value will decrease at the same time. To enter that transaction properly, you would need to debit your cash account, and credit your utilities expense account. Once your chart of accounts is set up and you have a basic understanding of debits and credits, you can start entering your transactions. While you can certainly create a chart of accounts manually, accounting software applications typically do this for you.

It means that an inherent feature of a single transaction is that it is entered into two different accounts, in one as a debit and in one as a credit. In each case above, incidentally, there is also involves an expense category account.These expense accounts appear on the Income statement, not the Balance sheet. In the first example, the expense account is “Bad debt expense” while in the second case, the account is “Depreciation expense for factory machinery.” The two-entry accounting method is a staple in business accounting, whether it be in the United States or overseas.

What is double rule?

The doubling rule states that if a one syllable word ends with a vowel and a consonant, double the consonant before adding the ending (e.g. -ed, -ing).

As a small business owner with hopes of growing your company, it’s better to use double-entry bookkeeping from the get-go. A single-entry system may work for small companies that have a low volume of activity.

Types Of Accounts

If your business is any more complex than that, most accountants will strongly recommend switching to double-entry accounting. A bakery purchases a fleet of refrigerated delivery trucks on credit; the total credit purchase was $250,000. The new set of trucks will be used in business operations and will not be sold for at least 10 years—their estimated useful life. Rosemary Carlson is an expert in finance who writes for The Balance Small Business. She has consulted with many small businesses in all areas of finance. She was a university professor of finance and has written extensively in this area. Lastly, the third entry in the Triple Entry System is both a transaction and an invoice, which gets entered into the Blockchain.

One account receives a credit, while the other receives- a debit. While double-entry and triple entry accounting are two methods of recording financial transactions, they are pretty different accounting techniques. A solid accounting system is essential for the smooth operation of a business and the organization of financial records. Double-entry accounting systems have various effects on financial statements, mainly related to data accuracy and completeness. The total dollar amount of debits must always equal the total dollar amount of credits.

To make things a bit easier, here’s a cheat sheet for how debits and credits work under the double-entry bookkeeping system. A general ledger double entry accounting is the record-keeping system for a company’s financial data, with debit and credit account records validated by a trial balance.

Accounting Articles

For example, a balance sheet shows assets, liabilities and corporate equity, all of which result from years of diligent strategic analysis and apt decision-making. Things like cash, merchandise, real property and intellectual capital represent resources a business will use to operate and make money not only in the next 12 months, but also in the long term. An income statement chronicles an organization’s efforts on the revenue growth and expense reduction fronts, yielding net income — or loss, if expenses exceed revenues — at the report’s bottom. A statement of cash flow incorporates monetary fluctuations from operating, investing and financing activities. An equity statement offers a window into elements such as dividends, money investors pour into corporate coffers, and short-term borrowing arrangements and long-term credit commitments. Some transactions affect only one side of the accounting equation, but the double‐entry bookkeeping system nevertheless ensures that the accounting equation remains in balance. These two asset‐account entries offset each other, so the accounting equation remains in balance.

double entry accounting system

So, if you buy something on credit, the amount is credited to the supplier’s account. Similarly, if you make a sale, the amount is credited to the sales account and it will eventually contribute to revenue in the profit and loss account. Under the double entry system of accounting, each business transaction affects at least two accounts. One of these accounts must be debited and the other credited, both with equal amounts.

Free AccessBusiness Case TemplatesReduce your case-building time by 70% or more. The Integrated Word-Excel-PowerPoint system guides you surely and quickly to professional quality results with a competitive edge. Rely on BC Templates 2021 and win approvals, funding, and top-level support.

It is more prone to errors, especially omissions and duplications, because it lacks the double-entry accounting control method of balancing accounts. Double-entry accounting is required for all public companies, and it’s generally a necessity for businesses that rely on outside financing. Bookkeeping can be complicated businesses of any size, and double-entry bookkeeping, all the more so. Here’s a closer look at this financial process and how understanding double-entry bookkeeping can help your organisation. Double-entry bookkeeping produces reports that allow investors, banks and potential buyers to get an accurate and full picture of the financial health of your business. In fact, a double-entry bookkeeping system is essential to any company with more than one employee or that has inventory, debts or several accounts. Small businesses can use double-entry bookkeeping as a way to better monitor the financial health of a company and the rate at which it’s growing.

The journal entry puts the van on the books by increasing the balance in the asset account. It reduces the balance in the cash account with a credit for the same amount. Businesses of every size maintain their books using accounting software designed for double-entry accounting. Even small businesses can benefit from the time savings and accuracy that leading accounting solutions bring, especially as they grow. Some systems simplify data entry by tracking digital receipts and allowing users to upload photos of physical ones, a much better alternative to keeping shoeboxes full of paper documentation.

Double Entry System Of Accounting

We’re Accounting Principals–a leader in finance and accounting staffing. In fact, since 2010, we’ve been part of Adecco Group, a Global 500 company and leader in staffing services around the world. We believe in forming real relationships with both our clients and our candidates. Today, most accounting jobs have access to reputable accounting software has the double-entry method built in. Still, it’s a good idea to have a basic understanding of this critical accounting concept. As you know, each time you record a transaction with double-entry bookkeeping, you need to create two entries. If the two sides of the equation are unequal, you likely made some type of accounting error and need to find the mistake.

Triple entry accounting involves cryptographically securing all parties involved in the accounting process and linking them via a smart contract to a third entry. The purchase of furniture on credit for $2,500 from Fine Furniture Co. will be recorded on the debit side of a furniture account because the furniture is an asset and is increasing. Also, entry of $2,500 will be made on the credit side of the Fine Furniture Co. account because the liability to this creditor is increasing.

A business transaction is an economic event that is recorded for accounting/bookkeeping purposes. In general terms, it is a business interaction between economic entities, such as customers and businesses or vendors and businesses. The double-entry system was first proposed in the 13th century, even though accounting practices remained for centuries. Double-entry accounting is a method of documenting financial transactions that involve two accounts for each transaction. From the example Chart of Accounts, below, you can see that that Accounts receivable and Allowance for doubtful accounts are both asset accounts. Allowance for doubtful accounts, however, is a contra-asset account that reduces the impact contributed by Accounts receivable. The Balance sheet result is a “Net accounts receivable” less than the initial Accounts receivable value.

  • The total debit account and the total credit account should be equal if all the entries are correctly made.
  • Transactions are a single entry, rather than a debit and credit made to a set of books like in double-entry bookkeeping.
  • Instead of ensuring that you’re meticulously recording every transaction twice, apps and software can automate this whole process.
  • For example, transactions often debit accounts receivable and credit sales, or they debit cash and credit accounts receivable.

They needed, moreover, systems that recognize transactions for acquiring assets, earning revenues, incurring expenses, creating debt, and owning equities. This period saw, for instance, rising levels of international shipping and commerce. Merchants began selling “on credit,” forming partnerships and companies, obtaining funding from private banks, and covering business investments with insurance. These include activities that complex businesses must track and manage, but which are invisible to simpler accounting systems. The debit entry increases the wood account, and cash decreases with a credit so that the total change in assets equals zero.

How Is A Double Entry Bookkeeping System Used?

Because the business has accumulated more assets, a debit to the asset account for the cost of the purchase ($250,000) will be made. To account for the credit purchase, a credit entry of $250,000 will be made to notes payable. The debit entry increases the asset balance and the credit entry increases the notes payable liability balance by the same amount. In accounting, a debit refers to an entry on the left side of an account ledger, and credit refers to an entry on the right side of an account ledger. To be in balance, the total of debits and credits for a transaction must be equal. Debits do not always equate to increases and credits do not always equate to decreases. It may help you to remember the rules if you keep in mind that assets in the balance sheet and costs in the profit and loss account are both debits.

double entry accounting system

While double-entry bookkeeping does not eliminate all errors, it is effective in limiting errors on balance sheets and other financial statements because it requires debits and credits to balance. An important point to remember is that a debit or credit does not mean increase and decrease, respectively. However, a simple method to use is to remember a debit entry is required to increase an asset account, while a credit entry is required to increase a credit entry. The trial balance labels all of the accounts that have a normal debit balance and those with a normal credit balance.

In reality, even a small business may identify a hundred or more such accounts for its accounting system, while a large company may use many thousands. Nevertheless, for bookkeeping and accounting purposes, all named accounts fall into one of the five categories above . Business owners who have previously operated on a single-entry system will want to make the switch to a double-entry system as soon as possible. As your business grows, so too will the complexity of your financials.

Balance Sheet Balance And Tracking All Transactions

So, if assets increase, liabilities must also increase so that both sides of the equation balance. Since Direct Delivery received $20,000 in cash from Joe in exchange for 5,000 shares of common stock, one of the accounts for this transaction is Cash.

Single-entry accounting and double-entry accounting closely map to whether companies use cash-basis accounting vs. accrual accounting. As the name suggests, with cash-basis accounting, each entry consists of a debit or credit to a single account. Journal entries are the building blocks of every company’s accounting system. Bookkeepers record financial transactions as journal entries that increase or decrease the amount of money in different accounts, depending on the type of transaction. For example, an e-commerce company buys $1000 worth of inventory on credit. This is reflected in the books by debiting inventory and crediting accounts payable. Marilyn points back to the basic accounting equation and tells Joe that if he memorizes this simple equation, it will be easier to understand the debits and credits.

Joe will be able to see at a glance the cash generated and used by his company’s operating activities, its investing activities, and its financing activities. Much of the information on this financial statement will come from Direct Delivery’s balance sheets and income statements. Now, you can look back and see that the bank loan created $20,000 in liabilities.

Use Accounting Software

The Financial Accounting Standards Board , a nongovernmental body, decides on the generally accepted accounting principles . Public companies have to follow any rules and methods outlined by GAAP. This above becomes clearer when we look at the accounting equation, one of the fundamental principles of accounting. Periodically, depending on the business, journal entries are posted to the general ledger. The general ledger is the exact same information as the journal, but sorted by account. As he enters his transactions, Joe will find that the chart of accounts will help him select the two accounts that are involved. Once Joe’s business begins, he may find that he needs to add more account names to the chart of accounts, or delete account names that are never used.

The Top 25 Tax Deductions Your Business Can Take

Since a debit in one account offsets a credit in another, the sum of all debits must equal the sum of all credits. The double-entry system of bookkeeping standardizes the accounting process and improves the accuracy of prepared financial statements, allowing for improved detection of errors. Single entry, as the name suggests, records every financial transaction as a single entry in a list. You start with the total amount, and every subsequent transaction either adds or subtracts from this total. Over time, single-entry accounting usually only works well for cash-based businesses—and even then, most accountants will suggest double-entry bookkeeping. This is because most businesses have multiple types of accounts, and their value is expressed in different ways, not just as cash in a bank account. Double-entry accounting is aimed at providing a system of checks and balances that can show whether your bookkeeping system accurately reflects your company’s financial situation.