SAT Subject Test Mathematics Level 1

(Marvins-Underground-K-12) #1

PERCENTS


The key to  solving most    fraction    and percent word    problems    is  to  identify
the part and the whole. Usually you’ll find the part associated with the
verb is/are and the whole associated with the word of. In the sentence
“Half of the boys are blonds,” the whole is the boys (“of the boys”), and the
part is the blonds (“are blonds”).

28 .    Percent Formula
Whether you need to find the part, the whole, or the percent, use the same
formula:

Part    =   Percent ×   Whole

Example: What   is  12  percent of  25?
Setup: Part = 0.12 × 25.

Example: 15 is  3   percent of  what    number?
Setup: 15 = 0.03 × Whole.

Example: 45 is  what    percent of  9?
Setup: 45 = Percent × 9.

29 .    Percent Increase    and Decrease
To increase a number by a percent, add the percent to 100 percent,
convert to a decimal, and multiply. To increase 40 by 25 percent, add 25
percent to 100 percent, convert 125 percent to 1.25, and multiply by 40.
1.25 × 40 = 50.
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