Proportional Relationships: Practice 28

In this Grade 7 lesson on Proportional Relationships, you will practice solving problems like: "A car uses 10 gallons of gas for 1 trips. How many gallons for 6 trips?". Work through each problem carefully, use the hints if you need help, and check your answers. This builds your understanding of proportional relationships step by step.

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A car uses 10 gallons of gas for 1 trips. How many gallons for 6 trips?

1Read the problem carefully: "A car uses 10 gallons of gas for 1 trips. How many gallons for 6 trips?"

Problem 1 of 5

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Problem 1

A car uses 10 gallons of gas for 1 trips. How many gallons for 6 trips?

Problem 2 of 5

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Problem 2

Zara earns $2 for 1 hours of work. How much will Zara earn for 10 hours?

Problem 3 of 5

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Problem 3

A car uses 20 gallons of gas for 5 trips. How many gallons for 10 trips?

Problem 4 of 5

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Problem 4

Chen earns $12 for 3 hours of work. How much will Chen earn for 9 hours?

Problem 5 of 5

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Problem 5

5 boxes weigh 15 pounds. How much do 6 boxes weigh?

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🌍 Where you'd use this: Recipes, music, basketball stats, and sales tags are all fraction problems wearing disguises.

🤯 Fun fact: 🤯 Ancient Egyptians only used fractions like 1/2, 1/3, 1/4. They didn't have 2/3 — they had to write it as 1/2 + 1/6.

🏆 Try this week: Cut a pizza or pie into thirds. Then sixths. Compare.

👨‍👩‍👧 At dinner: “If we cut tonight's pizza into 8 slices, how many is each person's fair share?”

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Proportional Relationships: Practice 28

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