Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find...

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Ratios and Rates Problems #25

Transcript of Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find...

Page 1: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Ratios and Rates Problems

#25

Page 2: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 1: Finding Equivalent Ratios and Rates

Use a table to find three equivalent ratios or rates.

A. The ratio of girls to boys in a class is .67__

Page 3: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Multiplying by 2, 3, and 4 will give you three equivalent ratios, but there are many other equivalent ratios that are correct.

Helpful Hint

Page 4: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 2: Finding Equivalent Ratios and Rates

Use a table to find three equivalent ratios or rates.

B. Samantha walks at a rate of .3 miles

60 minutes _________

Page 5: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 3

Find three equivalent ratios or rates.

A. The ratio of apples to oranges in a fruit bowl is 5

3.

Page 6: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 4

Find three equivalent ratios or rates.

A. Angela drove at an average rate of .

2106

___ 1404

___ 702

___Possible answer : : ; ;

280 miles8 hours________

Page 7: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 5: Comparing Rates

The cost of each additional minute over 500

minutes on Jill's cell phone plan is .

Which person's cell phone plan has the same rate for additional minutes over 500 minutes?

Name Rate

Allison

Juan

Zach

$6.50 24 min

$3.25 12 min

$12.00 48 min

$0.25 1 min

Find rates equivalent

to .

$0.25 1 min

Page 8: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 6: Comparing Rates

The cost of each additional minute over 500 minutes on Jill's cell phone plan is

Which person's cell phone plan has the same rate for additional minutes over 500 minutes?

$0.25 1 min

Page 9: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 7

Plane W traveled at an average speed of

. Which plane traveled at the same rate as plane W?

Plane Rate

X

Y

Z

750 miles 2 hours

750 miles 1 hour

2200 miles 3 hours

3250 miles 4 hours

Page 10: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 8: Application

Several groups of friends are going to take a shuttle bus to the park. It costs $24 for a group of 12 people to ride the bus. How much will a group of 15 friends pay?

Page 11: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example 9

Several groups of friends are going to take a shuttle bus to the park. It costs $40 for a group of 10 people to ride the bus. How much will a group of 8 friends pay?

Page 12: Ratios and Rates Problems #25. Example 1: Finding Equivalent Ratios and Rates Use a table to find three equivalent ratios or rates. A. The ratio of girls.

Example

Groups of friends are going to ride the Ferris wheel at the county fair. It costs $6.00 for a group of 3 people to ride the Ferris wheel. How much will a group of 8 friends pay?