{"id":2461,"date":"2026-01-16T12:07:22","date_gmt":"2026-01-16T12:07:22","guid":{"rendered":"https:\/\/convention.ofai.org\/?p=2461"},"modified":"2026-01-16T12:08:53","modified_gmt":"2026-01-16T12:08:53","slug":"what-percentage-one-number-is-of-another-2","status":"publish","type":"post","link":"https:\/\/convention.ofai.org\/index.php\/2026\/01\/16\/what-percentage-one-number-is-of-another-2\/","title":{"rendered":"What percentage one number is of another: Calculator"},"content":{"rendered":"<p>If you have any further questions about rental yields please contact our lettings team for more information. In addition to our rental yield calculator, we have a stamp duty calculator for residential purchases in England and Northern Ireland, and a LBTT calculator for residential purchases in Scotland. When letting out a property, there are several costs you need to take into account. A good rental yield will be based on what you\u2019re looking at buying, and your own financial goals.<\/p>\n<h2>Percentage Value Formula<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"percentage calculator\" 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\"\/><\/p>\n<p>This calculator is like a Swiss army knife for percentages! The calculator displayed above <a href=\"https:\/\/www.sharkbetting.com\/calculators\/percentage-calculator\">percentage calculator<\/a> automatically calculates by converting the input percentage into decimal to provide a solution. This percentage calculator also functions as a percentage to fraction calculator. The calculator will calculate percentage value numerically, and show you the same value as represented visually.<\/p>\n<h3>The Tipton targets Staffordshire with branch expansion plans<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"608px\" alt=\"percentage calculator\" 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\"\/><\/p>\n<p>Prices for things we buy tend to go up over time, which is called inflation. This calculator shows how the value of money changes. See how the value of money has changed over time. Convert images into other formats Quickly calculate the mean of multiple values Shows the computed percentage for easy reference<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"percentage calculator\" 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\"\/><\/p>\n<p>In the above calculator, enter two numbers to calculate the percentage the first is of the second by clicking Calculate Percentage. When you enter information on your ethnic background, the calculator will give you more accurate advice about your BMI result. You can use the calculator below to calculate interest payments. W3PercentageCalculator.com is a free online tool to calculate accurate percentage. This online percentage calculator shows how a percentage is represented as a fraction of a number. Use our overpayment calculator to see if you could save on interest payments.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"percentage calculator\" 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\"\/><\/p>\n<p>If you wish for someone else to manage your account on your behalf, we will require a Power of Attorney or Court of Protection to be registered. Identification will be required before a duplicate passbook can be provided. If you have reported your passbook stolen and have a valid crime reference number we will waive this charge.<\/p>\n<ul>\n<li>Material from skillsyouneed.com may not be sold, or published for profit in any form without express written permission from skillsyouneed.com.<\/li>\n<li>Looking to add, subtract or find percentages?<\/li>\n<li>BACSBACS stands for Banker\u2019s Automated Clearing Services, and is a system which is used to send payments directly from one account to another.<\/li>\n<\/ul>\n<h2>Fixed Rate Savings<\/h2>\n<div style='text-align:center'><iframe width='569' height='312' src='https:\/\/www.youtube.com\/embed\/bxxgpg6cFRQ' frameborder='0' alt='percentage calculator' allowfullscreen><\/iframe><\/div>\n<p>You will therefore be able to understand and compare interest rates calculated daily, monthly and yearly. For the first two years, the interest rate is 1.5%, and you already know that the annual payment is \u00a33,225. It\u2019s worth thinking about some more complicated, \u2018real world\u2019 examples using percentages.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>If you have any further questions about rental yields please contact our lettings team for more information. In addition to our rental yield calculator, we have a stamp duty calculator for residential purchases in England and Northern Ireland, and a LBTT calculator for residential purchases in Scotland. When letting out a property, there are several [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[26],"tags":[],"_links":{"self":[{"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/posts\/2461"}],"collection":[{"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/comments?post=2461"}],"version-history":[{"count":1,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/posts\/2461\/revisions"}],"predecessor-version":[{"id":2462,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/posts\/2461\/revisions\/2462"}],"wp:attachment":[{"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/media?parent=2461"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/categories?post=2461"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/convention.ofai.org\/index.php\/wp-json\/wp\/v2\/tags?post=2461"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}