{"id":130690,"date":"2024-02-07T17:48:48","date_gmt":"2024-02-07T17:48:48","guid":{"rendered":"https:\/\/ccm-swiss.com\/?p=130690"},"modified":"2024-09-13T23:12:26","modified_gmt":"2024-09-13T23:12:26","slug":"how-self-employment-tax-works","status":"publish","type":"post","link":"https:\/\/ccm-swiss.com\/index.php\/2024\/02\/07\/how-self-employment-tax-works\/","title":{"rendered":"How Self-Employment Tax Works"},"content":{"rendered":"<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\/06\/1.jpg\" width=\"253px\" alt=\"to calculate the taxpayers net earnings from self-employment, 92.35% is multiplied by:\"\/><\/p>\n<p>Keep in mind self-employment taxes only account for part of your total tax liability. In addition to self-employment taxes, you will also be required to pay federal and state income taxes, among other local and state mandated taxes including state and use tax. Despite the name \u201cquarterly estimated tax payments,\u201d the schedule for filing these tax payments doesn\u2019t break down into three-month quarters.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"250px\" alt=\"to calculate the taxpayers net earnings from self-employment, 92.35% is multiplied by:\"\/><\/p>\n<p>This is done to achieve more fairness in the treatment of permanent, salaried employees versus self-employed professionals. As salaried employees split the 15.3% tax rate with their employers, they\u2019re essentially paying 7.65% of their earnings in FICA taxes. When we subtract 7.65% from 100% of self-employed earnings, we\u2019re left with 92.35%.<\/p>\n<h2>How To Figure Estimated Tax<\/h2>\n<p>Of these tasks, that range from client acquisition through to business management, tax filing is often the most dreaded. This makes sense when we consider that about half of US citizens lack fundamental tax knowledge, as suggested by a NerdWallet and Harris Poll survey. In this article, we\u2019ll give you an overview of what FICA (or self-employment) tax is, who is required to pay it, and how it can be calculated.<\/p>\n<div style='text-align:center'><iframe width='563' height='319' src='https:\/\/www.youtube.com\/embed\/9Wg4JwBCtc4' frameborder='0' alt='to calculate the taxpayers net earnings from self-employment, 92.35% is multiplied by:' allowfullscreen><\/iframe><\/div>\n<p>From bookkeeping to tax consultations and filings, the Pros can help. This article will help you understand these questions and more, so you can remain in compliance with the IRS and hopefully even save some money in the process. Figure out the amount of your net earnings that is subject to the self-employment tax.<\/p>\n<h2>How do you show proof of income if you are self-employed?<\/h2>\n<p>The self-employment tax rate for 2024 remains 15.3% of net earnings. That rate is the sum of 12.4% for Social Security and 2.9% for Medicare. Self-employment tax applies to net earnings \u2014 what many call profit. Special rules apply to workers who perform in-home services for elderly or disabled individuals . See the Family Caregivers and Self-Employment Tax page and Publication 926 for more details. We haven\u00e2t gotten into all the nitty-gritty here \u00e2 like the forms that are involved in the filing process.<\/p>\n<p>Dreaming of a world where self-employment taxes are simple and effortless? The tax rules apply no matter how old you are and even if you\u2019re receiving Social Security or are on Medicare.<\/p>\n<h2>Income Tax E Filing Login<\/h2>\n<p>If you\u2019re married filing jointly, you\u2019ll receive a larger credit than if you are filing as single or the head of your household. If you\u2019re unsure whether an expense is tax-deductible, run it by a tax professional. In addition, when you work for another business, your Social Security and Medicare taxes are split between you and your employer. This arrangement means that you\u2019ll pay 7.65%, and your employer will pay the other 7.65%. When you are self-employed, you are responsible for both the employer and employee side of taxes.<\/p>\n<div style='text-align:center'><iframe width='562' height='310' src='https:\/\/www.youtube.com\/embed\/TgBNXp5IKEQ' frameborder='0' alt='to calculate the taxpayers net earnings from self-employment, 92.35% is multiplied by:' allowfullscreen><\/iframe><\/div>\n<p>While there are some very real benefits to being a freelancer, contractor or business owner, it&#8217;s important to know that your taxes are more complicated than they are  for salaried workers. That&#8217;s because independent contractor taxes are not automatically withheld like they are for salaried workers. Self-employment can score you a bunch of sweet tax deductions, too. One is <a href=\"https:\/\/www.bookstime.com\/articles\/self-employment-tax\">to calculate the taxpayers net earnings from self-employment, 92.35% is multiplied by:<\/a> the qualified business income deduction, which lets you take an income tax deduction for as much as 20% of your self-employment net income. Plus, there are other deductions available for your home office, health insurance and  more. The qualified business income deduction allows some small business owners to exclude up to 20% of their business income from federal taxes.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Keep in mind self-employment taxes only account for part of your total tax liability. In addition to self-employment taxes, you will also be required to pay federal and state income taxes, among other local and state mandated taxes including state and use tax. Despite the name \u201cquarterly estimated tax payments,\u201d the schedule for filing these [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1046],"tags":[],"class_list":["post-130690","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130690","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/comments?post=130690"}],"version-history":[{"count":1,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130690\/revisions"}],"predecessor-version":[{"id":130691,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130690\/revisions\/130691"}],"wp:attachment":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/media?parent=130690"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/categories?post=130690"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/tags?post=130690"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}