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Three Types of Percent Problems. P ercents are "parts of a whole". The part is the numerator and the whole is the denominator. 17% means 17 parts per 100 or We are going to solve problems involving percents . There are 3 types of problems:
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Percentsare "parts of a whole". The part is the numerator and the whole is the denominator. 17% means 17 parts per 100 or We are going to solve problems involving percents. There are 3 types of problems: 1. Find the part:What number is 54% of 34? 2. Find the whole:4 is 60% of what number? 3. Find the percent:18 is what percent of 28?
Two words that will occur in these types of problems are "is" and "of". These words have specific meanings in math. "Is" means equals (=) "Of" means multiply To solve a percent problem, translate the words into an equationby 1. Percent into a decimal 2. "is" to "=" 3. "of" to " " 4. Unknown to "x" Then, solve the equation.
Percent ofWhole is Part. Percent xWhole = Part
Examples: 40% of 60 20% of 90
Examples: 40% of what number is 50? 100 is 20% of what number?
Examples What percent of 80 is 24? • 60 is what percent of 15?
You have just studied three different types of percent problems. Try all 3 types: 24 is 40% of what number? 42 is what percent of 840? What is 30% of 45?
Find the largest value. A What is 50% of 50? B What number is 45% of 60? C 30 is 60% of what number? D 25% of what number is 150?
Find the greatest percentage value. A What percent of 30 is 18? B 60 is what percent of 90? C What percent of 70 is 210? D 1,000 is what percent of 100?
62% of 40 is what number? A 24.8 B .0155 C 24.8% D 15.5