{"id":38671,"date":"2021-08-01T17:36:41","date_gmt":"2021-08-01T21:36:41","guid":{"rendered":"https:\/\/sandbox.pimteam.net\/wordpress\/integer-calculator\/"},"modified":"2021-08-01T17:36:41","modified_gmt":"2021-08-01T21:36:41","slug":"integer-calculator","status":"publish","type":"post","link":"https:\/\/sandbox.pimteam.net\/wordpress\/integer-calculator\/","title":{"rendered":"Integer Calculator"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul>\n<li><a href=\"#conversion-table\">Conversion Table<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto\" width=\"603px\" alt=\"slots with casino bonuses\" 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our calculator is equipped to handle large numbers and complex equations. Explore more about this new era of calculators, and calculating complex mathematical solutions. Its large display ensures that calculations are easy to read, and its responsive design means that you can use it on any device, from desktop computers to mobile phones. Pick the major based on what the day-to-day work actually looks like, and what it realistically pays where you plan to live.<\/p>\n<p>Most school devices block app installs entirely, so a web calcsolver is often the only option a student actually has during class. &#x2713; The Equation Solver shows every step for equations like this. 19 and 24 share no common factor, so 19\/24 is the simplified answer. The math tools section below handles the more specialised stuff &#8211; fraction arithmetic, unit conversions, equation solving, graphing. I&apos;ve also seen it used for quick percentage checks while shopping, salary calculations, and tipping at restaurants.<\/p>\n<p>Once you get to the level of doing multiplication and division, &#xD7; and &#xF7;, do those operations <a href=\"https:\/\/metamask.casino\/\">metamask casino<\/a> as they occur in the equation from left to right. While considering these rules, always work left to right when solving equations. Order of operations means you should solve math equations in a specific order. For more complex math equations that include multiplication and division where order of operations is important use the Math Equation Solver.<\/p>\n<h2 id=\"conversion-table\">Conversion Table<\/h2>\n<p>This fundamental branch of mathematics helps us to apply mathematical equations and formulas to visually represent real-world problems. Next, a couple (2 people) left the line, which we express as -2. Then, 4 people joined, which we write down mathematically as +4. It effortlessly processes positive and negative numbers, calculating accurate solutions for equations with multiple consecutive operations. The feet and inches format is commonly used for height and construction measurements, while total inches can be useful for calculations and precise measurements in fields like engineering or manufacturing. The CM to Feet and Inches Converter uses precise mathematical formulas to convert measurements from centimeters (metric system) to feet and inches (imperial system).<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Conversion Table Yes, our calculator is equipped to handle large numbers and complex equations. Explore more about this new era of calculators, and calculating complex mathematical solutions. Its large display ensures that calculations are easy to read, and its responsive design means that you can use it on any device, from desktop computers to [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-38671","post","type-post","status-publish","format-standard","hentry","category-watupro"],"_links":{"self":[{"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/posts\/38671","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/comments?post=38671"}],"version-history":[{"count":0,"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/posts\/38671\/revisions"}],"wp:attachment":[{"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/media?parent=38671"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/categories?post=38671"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/sandbox.pimteam.net\/wordpress\/wp-json\/wp\/v2\/tags?post=38671"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}