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Ratios and Unit Rates.

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Presentation on theme: "Ratios and Unit Rates."— Presentation transcript:

1 Ratios and Unit Rates

2 Ratio – a comparison of two quantities by division
Ratios can be written in three ways: 1) as a fraction in simplest form 2) with the word “ to ” 3) with a colon “ : ”

3 Examples: Four out of five dentists surveyed recommend sugarless gum for their patients who chew gum to :5 5 9 people out of 20 like chocolate ice cream to :20 20

4 In a class of thirty students, thirteen are boys
In a class of thirty students, thirteen are boys. Write a ratio for the number of boys to students in the class. 13/ to :30 Write a ratio for the number of boys to the number of girls. 13/ to :17

5 Out of 100 students, 40 said they had afterschool jobs
Out of 100 students, 40 said they had afterschool jobs. Write a ratio for the number of students who had jobs to the number who did not. 40/60 = 2/3 40 to 60 = 2 to :60 = 2:3

6 24 questions correct on a 100-question test
6 freethrows made out of 10 attempts 6/10 = 3/ to : 5 24 questions correct on a 100-question test 24/100 = 6/ to : 25 5 cookies eaten out of 20 cookies 5/20 = ¼ to : 4

7 Unit Rate – a rate for “one” of something; a ratio with a denominator of 1.
If three bananas cost $1.89, how much does one banana cost? $1.89/3 = .63/1 banana

8 Examples: You need to buy soda for a party. The store sells packs for $ Find the unit rate for one 12-pack? $7.80/3 = $2.60/1

9 You travel 300 miles in five hours. Find the unit rate per hour.
300/5 = 60 miles/1 hour A girl can jump rope 200 times in 4 minutes. What is the unit rate per minute? 200 / 4 = 50 times/1 minute

10 Determine which is the better buy:
You need to buy pizzas for a class party. You can buy 4 large pizzas for $10.00, or you can 7 large pizzas for $ Which is the better buy? $10.00 / 4 = $2.50/1 $19.25 / 7 = $2.75/1 It is cheaper to buy 4 pizzas.


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