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Math worksheet on finding ratios and unit rates with various word problems and examples.

A math worksheet titled "Finding Ratios and Unit Rate" with problems involving ratios and unit rates, including examples and answers. The worksheet is labeled "Math" and has a website URL at the bottom.

A math worksheet titled "Finding Ratios and Unit Rate" with problems involving ratios and unit rates, including examples and answers. The worksheet is labeled "Math" and has a website URL at the bottom.

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Show Answer Key & Explanations Step-by-step solution for: Ratios and Unit Rates Worksheet | Free - CommonCoreSheets
Let's solve each problem step by step. We are asked to find the ratio and unit rate for each situation.

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What is a Ratio?


A ratio compares two quantities. For example, if there are 75 pints of juice in 5 containers, the ratio is 75:5 or 75/5.

What is a Unit Rate?


A unit rate is a rate where the second quantity is 1. It tells you "how much per one unit." To find it, divide the first quantity by the second.

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Now let’s go through each problem:

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#### 1) 75 pints of juice in 5 containers

- Ratio: 75:5
- Unit rate: $ \frac{75}{5} = 15 $ pints per container
Answer: 15 pints per container

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#### 2) 40 centimeters of snow in 20 hours

- Ratio: 40:20
- Unit rate: $ \frac{40}{20} = 2 $ cm per hour
Answer: 2 centimeters per hour

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#### 3) 32 customers in 4 checkout lanes

- Ratio: 32:4
- Unit rate: $ \frac{32}{4} = 8 $ customers per lane
Answer: 8 customers per lane

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#### 4) 216 cherry pieces in 6 bags of candy

- Ratio: 216:6
- Unit rate: $ \frac{216}{6} = 36 $ pieces per bag
Answer: 36 pieces per bag

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#### 5) 120 dollars for mowing 4 lawns

- Ratio: 120:4
- Unit rate: $ \frac{120}{4} = 30 $ dollars per lawn
Answer: 30 dollars per lawn

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#### 6) 92 dollars for 46 TV channels

- Ratio: 92:46
- Unit rate: $ \frac{92}{46} = 2 $ dollars per channel
Answer: 2 dollars per channel

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#### 7) 488 points for defeating 61 enemies

- Ratio: 488:61
- Unit rate: $ \frac{488}{61} = 8 $ points per enemy
Answer: 8 points per enemy

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#### 8) 70 copies in 7 minutes

- Ratio: 70:7
- Unit rate: $ \frac{70}{7} = 10 $ copies per minute
Answer: 10 copies per minute

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#### 9) 96 customers over 3 days

- Ratio: 96:3
- Unit rate: $ \frac{96}{3} = 32 $ customers per day
Answer: 32 customers per day

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#### 10) 12 pies eaten in 3 minutes

- Ratio: 12:3
- Unit rate: $ \frac{12}{3} = 4 $ pies per minute
Answer: 4 pies per minute

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#### 11) 7 bags with 490 cans

- Ratio: 490:7
- Unit rate: $ \frac{490}{7} = 70 $ cans per bag
Answer: 70 cans per bag

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#### 12) 4 minutes to type 408 words

- Ratio: 408:4
- Unit rate: $ \frac{408}{4} = 102 $ words per minute
Answer: 102 words per minute

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#### 13) 10 hours to drive 660 miles

- Ratio: 660:10
- Unit rate: $ \frac{660}{10} = 66 $ miles per hour
Answer: 66 miles per hour

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#### 14) 6 trays with 30 ice cubes

- Ratio: 30:6
- Unit rate: $ \frac{30}{6} = 5 $ ice cubes per tray
Answer: 5 ice cubes per tray

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#### 15) 6 CDs with 90 songs

- Ratio: 90:6
- Unit rate: $ \frac{90}{6} = 15 $ songs per CD
Answer: 15 songs per CD

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Final Answers (Fill in the blanks):



| # | Unit Rate |
|---|-----------|
| 1 | 15 pints per container |
| 2 | 2 centimeters per hour |
| 3 | 8 customers per lane |
| 4 | 36 pieces per bag |
| 5 | 30 dollars per lawn |
| 6 | 2 dollars per channel |
| 7 | 8 points per enemy |
| 8 | 10 copies per minute |
| 9 | 32 customers per day |
|10 | 4 pies per minute |
|11 | 70 cans per bag |
|12 | 102 words per minute |
|13 | 66 miles per hour |
|14 | 5 ice cubes per tray |
|15 | 15 songs per CD |

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You can now fill these into the "Answers" column on your worksheet.

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Parent Tip: Review the logic above to help your child master the concept of finding unit rates worksheet.
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