Basic unit rates
Basic unit rates (Ratio, proportion and Percentage)
Compute unit rates associated with ratios of fractions, including ratios of lengths, areas and other quantities measured in like or different units.
  • Students will compute unit rates from ratios of fractions using division and simplification techniques.
  • Students will solve practical problems involving unit rates, such as comparing prices, speeds, or quantities.
  • Students will interpret and evaluate proportional relationships between quantities measured in like or different units.

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Unit Rates and Ratios of Fractions

What’s the Big Idea?

A unit rate tells us how much of one quantity corresponds to 1 unit of another. When ratios are fractions, computing unit rates involves dividing one fraction by another.

Unit Rates and Ratios of Fractions

What’s the Big Idea?

A unit rate tells us how much of one quantity corresponds to 1 unit of another. When ratios are fractions, computing unit rates involves dividing one fraction by another.


Let’s Break It Down!

Imagine you’re at a bakery:

  • You bought 3/4 of a pound of cake for 1/2 of a dollar.
  • The baker wants to know: “How much cake can you get for 1 dollar?”

To find the unit rate:
Unit Rate= Cake/ Price

= (3/4)/ (1/2)

= 6/4

= 3/2

= 1.5

Answer: You get 1.5 pounds of cake per dollar!


Why it matters

Think of it like “flipping pancakes”—you flip the second fraction and multiply. Try practicing with real-world examples like cost per item, miles per hour, or price per square foot!


By practicing unit rates with ratios of fractions, you'll be solving real-world problems in no time!

Let’s practice and evaluate your work together by turning word problems into numerical expressions!

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Basic unit rates (Ratio, proportion and Percentage)
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