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αAπΣ∞∂θ√x²≠∫÷≤%+−½αβΔλφ³≈∑°
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  3. Grade 6/
  4. Unit 2/
  5. Unit Rates
Grade 6 · Unit 2Topic 2 of 3~13 min

Unit Rates

How much for just ONE — speed, price per item, and more.

All topics in this unit
αAπΣ∞∂θ√x²≠∫÷≤%+½αβΔ
Step 1 · Learn

Walkthrough

Read this first — it covers the idea in plain language with a worked example.

Rates vs. unit rates

A rate compares two different units, like miles and hours. A unit rate tells you the amount for just one — like miles per ONE hour, or dollars per ONE item.

Finding a unit rate

Write the rate as a fraction, then divide the top number by the bottom number.

  1. 1Write the rate as a fraction (first quantity over second).
  2. 2Divide the top by the bottom.
  3. 3The result is the amount per 1 unit.
Worked example

A car drives 180 miles in 3 hours. Find the speed per hour.

  1. →Rate: 180 miles / 3 hours.
  2. →180 ÷ 3 = 60.
  3. →Unit rate: 60 miles per hour.

Tip

Unit rates make it easy to compare deals — $0.80 per apple is a better buy than $0.90 per apple.

αAπΣ∞∂θ√x²≠∫÷≤%+½αβΔ
Step 2 · Watch

Video walkthrough

Watch the main video, then check the second take if you want another explanation.

Other

Rates and Unit Rates

Find cost per item, speed, and other per-one rates.

Watch on YouTube
Other

Rates and Unit Rates (extra examples)

More practice turning a rate into a unit rate.

Watch on YouTube
αAπΣ∞∂θ√x²≠∫÷≤%+½αβΔ
Step 3 · Practice

Practice

Try a worksheet or work through some problems before the quiz.

Worksheet

Worksheet — Ratios & proportions

Mixed practice across ratios, rates, and proportions.

Open in DriveDownload
πΣ√≠≤+αβΔπΣx²θ÷+
Step 4 · Check

Quick check

A couple of questions to make sure this topic stuck. Retake as many times as you want.

Unit Rates

Question 1 of 2

Easy

A car drives 180 miles in 3 hours. What is the unit rate in miles per hour?

αAπΣ∞∂θ√x²≠∫÷≤%+½αβΔ
←Previous · Topic 1 of 3What Is a Ratio?→Next up · Topic 3 of 3Proportional Relationships