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Understanding Ratio Concepts
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Name:Date:
Understanding Ratio Concepts
Write each ratio in the order named. Reduce ratios to simplest form when asked.
Write and Interpret Ratios
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1.There are 3 blue counters and 2 yellow counters. Write the ratio of blue counters to yellow counters as a colon ratio, a fraction, and words.
2.A school club has 14 members who walk to meetings and 21 who ride a bus. Write the ratio of walkers to bus riders in three ways: with a colon, as a fraction, and in words.
3.A smoothie uses 6 ounces of yogurt and 9 ounces of fruit. What is the ratio of yogurt to fruit?
- 6:9
- 9:6
- 6:15
- 15:9
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4.There are 5 stars and 2 hearts. Give the ratio of stars to hearts, then the ratio of hearts to stars.
Simplify and Compare Ratios
5.Reduce 9:12 to simplest form.
6.Reduce 15:25 to simplest form.
7.Reduce 12:20 to simplest form.
8.Reduce 6:24 to simplest form.
9.Which ratio is equivalent to 4:7?
- 8:14
- 7:4
- 4:11
- 12:14
10.Show how to reduce 18:30 to simplest form. Write the common factor you divide by and the resulting ratio.
11.Which statement best describes a ratio in simplest form?
- Its terms have no common factor greater than 1.
- Its first term is always smaller than its second term.
- Its terms must add up to 10.
- It can only be written with a colon.
12.Match each ratio to its simplest form. Use the choice bank; a choice may be used more than once.
- 8:12
- 10:15
- 5:15
- 12:16
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- ___
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13.A bag contains 16 green beads and 24 white beads. Reduce the ratio of green beads to white beads to simplest form.
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