red":true,"hidden":false,"hasMin":true,"hasMax":false,"minValue":1,"maxValue":null},"rowId":"u4-YrGH"},{"type":"inputNumber","key":"zwsJQ","props":{"title":"Term B","helpText":"Second part of the ratio","defaultValue":1,"required":true,"hidden":false,"hasMin":true,"hasMax":false,"minValue":1,"maxValue":null},"rowId":"u4-YrGH"},{"type":"inputNumber","key":"FbbHO","props":{"title":"Term C","helpText":"Optional third part","defaultValue":"","required":false,"hidden":false,"hasMin":false,"hasMax":false,"minValue":null,"maxValue":null},"rowId":"u4-YrGH"},{"type":"divider","key":"ME8t4","props":{},"rowId":"nPkiwqY"},{"type":"text","key":"-Zu99","props":{"text":"

Simplified Results

"},"rowId":"BKrYhfC"},{"type":"text","key":"QhGLs","props":{"text":"

Simplified Ratio: @simplified_a : @simplified_b : @simplified_c

"},"rowId":"YudmvYQ"},{"type":"text","key":"Gt1-k","props":{"text":"

How it works: The simplified terms are calculated by finding the Greatest Common Divisor (GCD) of all input terms and dividing each term by that factor to reach the lowest possible whole numbers.

"},"rowId":"TC2BMP_"}],"ruMZR":[{"type":"text","key":"IPKXb","props":{"text":"

How to simplify a ratio?

"},"rowId":"6gMOamb"},{"type":"text","key":"mZoyw","props":{"text":"

Simplification involves finding the Greatest Common Divisor (GCD) of all terms and dividing each term by that value.

Formula: Ratio = A/GCD : B/GCD : C/GCD

"},"rowId":"s2q7gXR"},{"type":"text","key":"nbyco","props":{"text":"

Using the Ratio Simplifier: an example

"},"rowId":"OghvfEB"},{"type":"text","key":"HX4QE","props":{"text":"

Consider a ratio with the following inputs: 12, 18, and 24.

"},"rowId":"JF2uThK"},{"type":"text","key":"Zrxj-","props":{"text":"

Step-by-step calculation:

"},"rowId":"uUq5-kV"},{"type":"text","key":"TqcCk","props":{"text":"

Identify the terms (12, 18, 24).
Find the GCD, which is 6.
Divide each term by 6 (12/6=2, 18/6=3, 24/6=4).
Result is 2:3:4.

"},"rowId":"UpBkgh_"},{"type":"text","key":"uAluK","props":{"text":"

Frequently Asked Questions

"},"rowId":"bWPy8Qn"},{"type":"text","key":"-VOG3","props":{"text":"

What is a ratio?

A ratio is a mathematical expression that represents the relative size of two or more values. It shows how many times one number contains another.

"},"rowId":"nRcORtK"},{"type":"text","key":"jcrXW","props":{"text":"

Why simplify ratios?

Simplifying ratios makes them much easier to compare and visualize by reducing them to their smallest possible whole numbers while maintaining the original relationship.

"},"rowId":"Uz0dJKV"}]},"logic":[{"id":"Qbcl_","type":"always","rules":[],"actions":[{"type":"calculate","target":"c3aU_ml","formula":{"raw":"ROUND( @field:Term_A::Gv4Nc )","json":[{"type":"operator","value":"ROUND"},{"type":"operator","value":"("},{"type":"field","value":"Gv4Nc","id":"Gv4Nc"},{"type":"operator","value":")"}]}},{"type":"calculate","target":"J2MCI6e","formula":{"raw":"ROUND( @field:Term_B::zwsJQ )","

Ratio Simplifier

Simplified Results

How to simplify a ratio?

Using the Ratio Simplifier: an example

Step-by-step calculation:

Frequently Asked Questions

Related Calculators

Aspect ratio calculator

Angle Between Two Vectors Calculator

Arithmetic Sequence nth Term & Sum Calculator

Centroid of triangle calculator

Links