{"id":3773,"date":"2022-07-18T12:07:22","date_gmt":"2022-07-18T12:07:22","guid":{"rendered":"https:\/\/indicativeventures.com\/test\/?p=3773"},"modified":"2023-09-26T08:50:19","modified_gmt":"2023-09-26T08:50:19","slug":"self-employment-tax-what-it-is-how-to-calculate-it","status":"publish","type":"post","link":"https:\/\/indicativeventures.com\/test\/2022\/07\/18\/self-employment-tax-what-it-is-how-to-calculate-it\/","title":{"rendered":"Self-Employment Tax: What It Is, How To Calculate It"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Self-Employment Tax (Social Security and Medicare Taxes)<\/a><\/li>\n<li><a href=\"#toc-1\">Self-Employment Tax: How To Calculate And File For 2022<\/a><\/li>\n<li><a href=\"#toc-2\">What are self-employment taxes?<\/a><\/li>\n<li><a href=\"#toc-3\">Self-Employment Health Insurance Tax Deduction<\/a><\/li>\n<li><a href=\"#toc-5\">How to write a will<\/a><\/li>\n<li><a href=\"#toc-7\">The 2022 Mortgage Interest Deduction: Your Guide To Limits And Qualifications<\/a><\/li>\n<li><a href=\"#toc-8\">Do you pay self-employment tax on passive income?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>\u2022 When calculating your self-employment income, you are allowed to subtract half of your self-employment tax from your income before applying the tax rate. It deferred payment of 50% of those taxes until Dec. 31, 2021, and the other 50% until Dec. 31, 2022. LegalZoom provides access to independent attorneys and self-service tools.<\/p>\n<div style='text-align:center'><iframe width='564' height='317' src='https:\/\/www.youtube.com\/embed\/kbJblv3bVEY' frameborder='0' alt='Self-employment Tax' allowfullscreen><\/iframe><\/div>\n<p>Self-employed people generally find their own work rather than being provided with work by an employer and instead earn income from a profession, a trade, or a business that they operate. You&#8217;ll pay estimated taxes on April 15, June 15, Sept. 15 and Jan. 15 of the following year. While you\u2019re required to pay <a href=\"https:\/\/turbo-tax.org\/\">https:\/\/turbo-tax.org\/<\/a>es, the tax bill might be less than you expect. Only 92.35% of your total net earnings are subject to self-employment tax. If you have worked as an employee, you know that what you get in your paycheck is usually less than what you really made. Because your employer withheld money for Social Security, Medicare and income tax and sent that money to the government.<\/p>\n<h2 id=\"toc-0\">Self-Employment Tax (Social Security and Medicare Taxes)<\/h2>\n<p>Subtract the expenses from the income to get your net profit from self-employment. Your net profit is then included on your personal income tax return and taxed in the same way as your other income. If you do work as an independent contractor, you can expect to receive 1099 forms from your clients, reporting the amounts they paid you during the year.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How much is 200k a year after taxes in Texas?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>If you make &#x24;200,000 a year living in the region of Texas, USA, you will be taxed &#x24;52,102. That means that your net pay will be &#x24;147,899 per year, or &#x24;12,325 per month.<\/p>\n<\/div><\/div>\n<\/div>\n<p>You can claim 50% of what you pay in self-employment tax as an income tax deduction. For example, a $1,000 self-employment tax payment reduces taxable income by $500. In the 25 percent tax bracket, that saves you $125 in income taxes. This deduction is an adjustment to income claimed on Form 1040, and is available whether or not you itemize deductions. The self-employment tax deduction only affects your adjusted gross income and income taxes. You must still pay the whole self-employment tax rate of 15.3%.<\/p>\n<h2 id=\"toc-1\">Self-Employment Tax: How To Calculate And File For 2022<\/h2>\n<p>In 1935, the federal government passed the Federal Insurance Contribution Act (FICA), which established taxes to help fund Social Security and Medicare. The FICA tax is 15.3%, paid by employers and employees, who split the burden by each paying half. To file your annual return, you will need to report your income (or loss) from a business you operated or a profession you practiced as a sole proprietor.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"Self-employment Tax\"\/><\/p>\n<p>Solo Roth 401(k)s are another option for a self-employed retirement plan, but contributions to these kinds of plans will not lower your taxable income, as they\u2019re made with after-tax dollars. However, future distributions from this plan are not subject to tax withholding when all conditions are met. Working for yourself comes with a lot of freedom but can also increase complexity when filing taxes. Lay a foundation for successful tax planning by finding answers to your self-employment tax questions.<\/p>\n<h2 id=\"toc-2\">What are self-employment taxes?<\/h2>\n<p>Next, if your earnings&nbsp;from self-employment exceed $400, you must file a Schedule C (Form 1040). Even if your net earnings from self-employment were less than $400, you still have to file a return if you meet any  of the other requirements listed in Form 1040. The best way to pay these taxes is through the IRS&#8217; Direct Pay feature. You can send money directly from your bank account or pay with a debit or credit card. For the 2022 tax year, you&#8217;ll pay 15.3% of your net freelance income in self-employment taxes.<\/p>\n<ul>\n<li>Social Security tax is assessed at a rate of 6.2% for an employer and 6.2% for the employee.<\/li>\n<li>Self-employment taxes are assessed on your net income \u2014 meaning, your income after eligible business expenses have been deducted.<\/li>\n<li>If you expect to owe more than $1,000 annually in taxes, you\u2019re responsible for making estimated tax payments to the IRS every quarter by mail, online, or through the IRS2Go app.<\/li>\n<li>However, you do not have to pay any Social Security tax on the remaining $3,000.<\/li>\n<li>Only 92.35% of your total net earnings are subject to self-employment tax.<\/li>\n<\/ul>\n<p>Use the worksheet found in Form 1040-ES, Estimated Tax for Individuals to find out if you are required to file quarterly estimated tax. Self-employment tax is a tax consisting of Social Security and Medicare taxes primarily for individuals who work for themselves. In the article below, all references to self-employment tax refer to Social Security and Medicare taxes only and do not include any other taxes that self-employed individuals may be required to file. Other information may be appropriate for your specific type of business. You must pay the 12.4% Social Security portion of self-employment tax until you earn above the Social Security wage base.<\/p>\n<h2 id=\"toc-3\">Self-Employment Health Insurance Tax Deduction<\/h2>\n<p>The requirement to pay self-employment tax&nbsp;also extends to W-2 employees who work side hustles. If you drive for Uber only on the weekends or sell the occasional piece of jewelry on Etsy, you\u2019re liable for the full 15.3% \u2014 even if FICA taxes are paid through your employer also. An employee\u2019s wage, because it\u2019s received in exchange for time and labor.<\/p>\n<ul>\n<li>There are a number of other tax deductions that self-employed individuals can claim to reduce their taxable earnings, like if you use your home for business.<\/li>\n<li>Use the income or loss calculated on Schedule C to calculate the amount of Social Security and Medicare\u00a0taxes you should have paid during the year.<\/li>\n<li>You can estimate how much you\u2019ll end up paying using our handy-dandy self-employment tax calculator \u2014 simply plug in your net income and voila!<\/li>\n<li>Self-employed workers aren\u2019t subject to tax withholding, so making quarterly estimated tax payments helps ensure that all self-employment and income tax obligations are still being met.<\/li>\n<li>But before the thought of another tax responsibility starts stressing you out, we\u2019ve simplified everything you need to know about calculating, filing, and paying your self-employment taxes.<\/li>\n<\/ul>\n<p>Many or all of the products featured here are from our partners who compensate us. This influences which products we write about and where and how the product appears on a page. A professional <a href=\"https:\/\/turbo-tax.org\/self-employment-tax\/\">https:\/\/turbo-tax.org\/self-employment-tax\/<\/a> freelance writer and blogger, Lance Cothern is a CPA who&nbsp;has also  worked in both public and corpo&#8230; Do not include Social Security numbers or any personal or confidential information.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Self-Employment Tax (Social Security and Medicare Taxes) Self-Employment Tax: How To Calculate And File For 2022 What are self-employment&#8230; <span class=\"knsl-el-more\"><a href=\"https:\/\/indicativeventures.com\/test\/2022\/07\/18\/self-employment-tax-what-it-is-how-to-calculate-it\/\" class=\"knsl-btn\">Read more<\/a><\/span><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[120],"tags":[],"class_list":["post-3773","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"acf":[],"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/3773","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/comments?post=3773"}],"version-history":[{"count":1,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/3773\/revisions"}],"predecessor-version":[{"id":3774,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/3773\/revisions\/3774"}],"wp:attachment":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/media?parent=3773"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/categories?post=3773"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/tags?post=3773"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}