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Compare ratios and evaluate as true or false to answer whether ratios or fractions are equivalent. This ratio calculator will accept integers, decimals and scientific e notation with a limit of 15 characters.
You can use this equivalent ratio calculator to solve ratio and/or proportion problems by comparing a ratio against an equivalent ratio of the same proportions where the numerator and denominator are a direct multiplication of the multiplying value (mx).
Our innovative ratio calculator, which is also launched online, can settle all your equivalent fractions, proportions and ratio.
Omni's equivalent ratio calculator will help you solve various problems related to ratios of two or three numbers. In particular, our tool can solve for a missing value in equivalent ratios, i.e., it can solve the equation of the form A : B = x : D or A : x = C : D.
Master ratios easily with our calculator: Learn how to find a ratio and discover equivalent ratios quickly and accurately. Try it today!
The ratio calculator allows you to simplify ratios, find missing values in proportions, and identify whether the two given ratios are equivalent. The calculator accepts integers, decimal numbers, and numbers in a scientific e-notation as inputs.
Ratio Calculator for calculating equivalent ratios online. Enter a ratio into the Equivalent Ratios Calculator to see the ratio transformed into a fraction and
Use our Equivalent Ratios Calculator to easily find equivalent ratios by scaling the known ratio. Perfect for students, teachers, and professionals who require accurate and fast calculations.
A ratio calculator enables users to solve ratios when one part of the ratio is known, but the other part is missing. By inputting the given ratio and the known value, the calculator can determine the unknown value.
Given a ratio \(X : Y\), you can find an equivalent ratio by multiplying both \(X\) and \(Y\) by the same nonzero integer \(z\). The formula is: \[ X : Y = X \cdot z : Y \cdot z \] Example Calculation. If the given ratio is \(2 : 3\) and you choose \(z = 4\), the equivalent ratio would be: \[ 2 : 3 = 2 \cdot 4 : 3 \cdot 4 = 8 : 12 \]