Glencoe Math: Course 2, Volume 1
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Glencoe Math: Course 2, Volume 1 View details
3. The Percent Proportion
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Exercise 4 Page 125

The percent proportion is a proportion that sets the ratio of a part of a whole equal to the ratio of a percent out of 100.

About 8.6

Practice makes perfect
Let's start by recalling that the percent proportion is a proportion that sets the ratio of a part of a whole equal to the ratio of a percent out of 100. part/whole=percent/100 We want to find the number that is 12 % of 72, which means that we want to find the part. Let x represent the part. x/72=12/100 Now we can solve the proportion we got for x. Let's do this by using the fact that the cross products of any proportion are equal.
x/72=12/100
x* 100= 72* 12
100x=864
Finally, we will use the Division Property of Equality to get the value of x.
100x=864
100x/100=864/100
100x/100=864/100
x=864/100
x=8.64
x≈ 8.6
We got that x≈ 8.6 is a solution to the proportion. This means that 12 % of 72 is equal to about 18.6.