Mixed Numbers & Improper Fractions

Year 4 Number and algebra WA4MNAFR1 4 pages · 29 questions Core

Year 4 Mixed Numbers & Improper Fractions Worksheet

A free Year 4 maths worksheet on converting between mixed numbers and improper fractions, with 29 questions across four skill levels.

What's covered
  • Converting improper fractions to mixed numbers
  • Converting mixed numbers to improper fractions
  • Applying fraction conversions to solve real-world problems

Updated Oct 2026 · No sign-up needed

About this worksheet

Converting between mixed numbers and improper fractions is an important Year 4 fractions skill that prepares students for adding, subtracting and comparing fractions later on. This worksheet gives students practice converting fluently in both directions.

The worksheet follows EduLift’s four-part structure, with 29 questions worth 53 marks in total. The Fluency section (16 marks) has students convert between improper fractions and mixed numbers in both directions. The Core section (21 marks) applies this skill to real-world contexts such as recipes, running laps, pizza sharing and timber measurement, including two-part questions that use the converted fraction to solve a further problem. The Reasoning section (9 marks) asks students to explain the conversion process in both directions, correct a common student error, and justify why a fraction with a small-looking numerator can still convert to a mixed number. The Challenge section (7 marks) extends students with reverse-engineering problems and multi-condition fraction puzzles.

Every question and answer on this worksheet has been checked for accuracy, and the worksheet has been reviewed for clear layout and age-appropriate language before publishing.

This worksheet is aligned to the WA SCSA Mathematics curriculum for Year 4, under the Number and Algebra strand (code WA4MNAFR1), and is free to download and use for classroom or home practice.

Common errors we see in tutoring

  • Multiplying the whole number by the numerator instead of the denominator
  • Forgetting to add the remainder as the new numerator
  • Leaving the denominator unchanged incorrectly during conversion
  • Assuming a fraction can't convert to a mixed number unless the numerator looks large
Answer key (with worked solutions)

The answer key is a separate PDF with every question worked, not just the final answers.

Download the answer key (PDF)

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