Fraction Operations Mixed Review Worksheet
Forty mixed fraction problems covering addition, subtraction, multiplication, and division with simplified answers.
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What this worksheet includes
- Forty mixed fraction problems covering addition, subtraction, multiplication, and division with simplified answers.
- 5-page printable PDF with a complete answer key
- Designed for Grades 5-7 middle school math practice
- Available as an immediate free download with no email required
How to use it
Use this fraction operations mixed review worksheet for guided practice, independent review, homework, tutoring sessions, or a quick skills check. The spacious layout is designed to leave room for students to show their work rather than guess from crowded answer choices.
After students finish, compare their reasoning with the included answer key. When an answer is incorrect, have the student locate the first step where their work changed direction before trying the problem again.
Who this practice is for
This resource is designed for grades 5-7 students working on middle school math. Teachers, tutors, homeschool families, and parents can preview the first page before deciding whether the level and spacing fit the student.
Looking for a broader sequence? Browse all Middle School Math worksheets.
How to approach fraction operations mixed review
Mixed fraction practice requires choosing an operation-specific strategy before calculating. Addition and subtraction need equal-sized parts, multiplication works directly across numerators and denominators, and division uses the reciprocal of the divisor.
The worksheet separates the four operations into substantial sections so students can build accuracy while still practicing how to switch methods. Every answer key value is fully reduced.
Learning objectives
- Select the correct procedure for each fraction operation
- Compute with proper, improper, and mixed fractions
- Simplify and check fraction results
Skills to review first
- Equivalent fractions
- Fraction multiplication
- Reciprocals and mixed-number conversion
Follow the reasoning step by step
Decide how to begin three fourths divided by one half.
- Identify division, so a common denominator is not required.
- Keep three fourths.
- Change division to multiplication and use the reciprocal of one half, which is two over one.
- Multiply and convert the improper result to a mixed number.
Solution: One and one half.
Three sample problems
Work each problem, then open the answer to check your result.
Show answer
Show answer
Common mistakes to watch for
- Using one procedure for all four operations
- Skipping mixed-number conversion
- Failing to simplify a correct unsimplified result