{"id":442920,"date":"2022-11-18T18:45:35","date_gmt":"2022-11-18T11:45:35","guid":{"rendered":"https:\/\/dev.bprkrgemilang.co.id\/web\/?p=442920"},"modified":"2026-09-25T00:18:27","modified_gmt":"2026-09-24T17:18:27","slug":"integer-calculator","status":"publish","type":"post","link":"https:\/\/dev.bprkrgemilang.co.id\/web\/2022\/11\/18\/integer-calculator\/","title":{"rendered":"Integer Calculator"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"slots with jackpots\" src=\"data:image\/jpg;base64,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\"\/><\/p>\n<p>Many countries <a href=\"https:\/\/metamask.casino\/\">metamask casino<\/a> use the metric system (centimeters), while others like the United States primarily use feet and inches. This makes it particularly useful for construction, interior design, and international measurement conversions where accuracy is crucial. First convert to decimal feet, take the whole feet, then multiply the remainder by 12. I hope this page has been useful in helping you convert between units of cm, feet and inches. For a broader range of heights, as well as feet and inches to cm conversions, see our height charts page.<\/p>\n<p>Once you get to the level of doing multiplication and division, \u00d7 and \u00f7, do those operations as they occur in the equation from left to right. 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. The calculator uses standard mathematical rules to solve the equations. This calculator solves problems using common PEMDAS order of operations rules. Add and subtract positive and negative integers, whole numbers, or decimal numbers.<\/p>\n<p>A calc solver that takes ten seconds to load, buries the input field under three ad units, or forces an account just to simplify a fraction isn&#8217;t actually saving anyone time &#8211; it just relocated the friction somewhere less visible. There&#8217;s no sign-up wall between you and the calculator, no email capture, no &#8220;continue as guest&#8221; button to go looking for. It&#8217;s not something you&#8217;d normally stop to wonder about, but plenty of &#8220;calculators&#8221; on the web aren&#8217;t  really computing anything locally at all &#8211; they ship your expression off to a server, sit there waiting, then render back whatever answer comes down the wire. Switch over to the Data Summary Tool and it&#8217;ll hand you the median and mode for the same numbers without any extra typing.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Many countries metamask casino use the metric system (centimeters), while others like the United States primarily use feet and inches. This makes it particularly useful for construction, interior design, and international measurement conversions where accuracy is crucial. First convert to decimal feet, take the whole feet, then multiply the remainder by 12. I hope this [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/posts\/442920"}],"collection":[{"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/comments?post=442920"}],"version-history":[{"count":1,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/posts\/442920\/revisions"}],"predecessor-version":[{"id":442921,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/posts\/442920\/revisions\/442921"}],"wp:attachment":[{"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/media?parent=442920"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/categories?post=442920"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dev.bprkrgemilang.co.id\/web\/wp-json\/wp\/v2\/tags?post=442920"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}