Solving Unit Rate Problems Practice Sheet

- Grades
- Grade 6, Middle School
- Pages
- 2
- File type
- Answer key
- Included
- Subject
- Math
- Topic
- Ratio, Proportion
- Resource types
- Word Problems, Worksheets
- Answer key
- Included
From the author
About this resource
In the classroom
Teaching tips & learning objectives
Learning objectives
Students will calculate unit rates (such as miles per hour, books per week, or containers per minute) from real-world word problems.
Students will apply proportional reasoning to scale a given ratio up to a larger quantity, as in the parking-space and barbecue-serving problems.
Students will interpret a computed rate that does not reduce to a whole number and express it as a mixed number.
Teaching tips
Use the blank second copy as independent practice or homework after modeling the worked answer key as a class.
Have students show their division work in the margin, since the sheet provides only a single answer line per problem.
Highlight the food-pantry packing question, whose rate comes out to 2 2/5 boxes per minute, to introduce students to rates expressed as mixed numbers.
Skills covered
Unit rate calculation — students compute rates such as miles per hour, books per week, and containers per minute from given quantities.
Proportional reasoning — students scale ratios like handicap spaces per parking spots and barbecue pounds per person up to larger totals.
Real-world rate word problems — students translate travel, reading, and packing scenarios into rate calculations.
Non-integer rate interpretation — students express a computed rate as a mixed number rather than rounding it away.
Good to know
Questions teachers ask about this resource
What real-world situations does this sheet use to practice unit rate?
Map-scale distance, family travel time, reading pace, food-pantry box packing, machine production, barbecue quantity per guest, and parking-lot handicap-space ratios.
How should students express the food-pantry packing rate, since it doesn't divide into a whole number of boxes per minute?
As the mixed number 2 2/5 boxes per minute, since 12 boxes divided by 5 minutes does not reduce evenly.
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Resource details
Concepts & topics
Core concepts
Unit rate
Proportional reasoning
Ratios
Word problems
Topics
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