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Ratios, Rates and Unit Rates. A 24 ounce soda for $6.00 A 16 ounce soda for $4.80 or.

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Presentation on theme: "Ratios, Rates and Unit Rates. A 24 ounce soda for $6.00 A 16 ounce soda for $4.80 or."— Presentation transcript:

1 Ratios, Rates and Unit Rates

2 A 24 ounce soda for $6.00 A 16 ounce soda for $4.80 or

3 2323 3434 1212 2 apples 3 oranges 2 apples 5 fruit 4646 2323 =

4 AccessoriesHow many Sunglasses25 Earrings30 Wigs45 Scarves35 Shoes50

5 A rate is a special ratio, compares 2 quantities that have different units of measure  You buy 3 shirts for $9.00  You buy 16 gallons of gas for $64  Sue drove 100 miles in 2 hours  There are 600 calories for 3 servings $9.00 3 shirts $64.00 16 gal 100 mi 2 hr 600 cal 3 serv Units: Dollars and shirts Units: Dollars and gallons Units: Miles and hours Units: Calories and servings

6  $9 for 3 shirts  16 gallons of gas for $64  Sue drove 100 miles in 2 hours  600 calories for 3 servings RateUnit Rate A unit rate is a special rate comparing something to ONE unit only  How much for 1 shirt?  How much for 1 gallon?  How many miles in 1 hour?  How many calories for 1 serving?

7  $9 for 3 shirts Rate Unit Rate  How much for 1 shirt? $ 9 3 shirts _____ 1 shirt = ÷3 $3

8  16 gallons of gas for $64 Rate Unit Rate  How much for 1 gallon? $ 64 16 gallons ______ 1 gallon = ÷16 $4

9  100 miles in 2 hours Rate Unit Rate  How many miles in 1 hour? 100 miles 2 hours miles 1 hour = ÷2 50

10  600 calories in 3 servings Rate Unit Rate  How many calories in 1 serving? 600 cal 3 servings cal 1 serving = ÷3 200

11 A 24 ounce soda for $6.00 A 16 ounce soda for $4.80 or Find the unit rate for each scenario ___ 1 oz ÷24 $6 24 oz ____ 1 oz ÷16 $4.80 16 oz $0.25 $0.30 = =

12 2 ice cream cones for $3.00 4 ice cream cones for $7.00 or Find the unit rate for each scenario ___ 1 cone ÷2 $3.00 2 cones ____ 1 cone ÷4 $7.00 4 cones $1.50 $1.75 = =

13 Hummer gets 60 miles per 5 gallons of gas Camry gets 45 miles on 3 gallons of gas or Find the unit rate for each scenario ___ 1 gal ÷5 60 mi 5 gal ____ 1 gal ÷3 45 mi 3 gal 12 mi 15 mi = =

14 John makes $160 for 20 hours of work Jill makes $136 for 16 hours of work or Find the unit rate for each scenario ___ 1 hr ÷20 $160 20 hrs ____ 1 hr ÷16 $136 16 hr $8.00 $8.50 = =


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