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Name Date Period Unit 5: Solving Proportions Point Return The questions below are an opportunity to earn back points on your Unit 5 test. For all questions that require work, it must be done on a
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01
To fill out solving proportions, follow the steps below:
02
Identify the given proportions. A proportion is an equation that relates two ratios.
03
Rewrite the proportion using cross-multiplication. This means multiplying the numerator of the first ratio by the denominator of the second ratio and vice versa.
04
Solve the resulting equation for the variable. By cross-multiplication, you should have a simple equation with one variable.
05
Check your solution by substituting the value found for the variable back into the original proportion. Both sides of the equation should be equal.
06
If the solution satisfies the original proportion, then you have successfully filled out solving proportions.

Who needs solving proportions - ms?

01
Solving proportions is useful for anyone dealing with ratios and trying to find the unknown value of one ratio when the other ratio is known.
02
This concept is commonly used in various fields such as mathematics, finance, physics, engineering, and statistics.
03
Professionals in these fields, as well as students studying these subjects, often need to solve proportions to analyze and solve problems involving ratios.
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Solving proportions is a method of finding the value of an unknown quantity by setting up a ratio of two equal quantities.
Anyone who needs to find the value of an unknown quantity in a given proportion is required to solve proportions.
To fill out solving proportions, you need to set up a ratio of two equal quantities and solve for the unknown value.
The purpose of solving proportions is to find the value of an unknown quantity in a given ratio.
The known quantities and the unknown quantity must be reported on solving proportions.
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