Grade 5 Fractions Worksheets — Fractions of Numbers & Comparison
By Grade 5, students should handle non-unit fractions of quantities — 3/4 of 32, 2/5 of 45 — and compare fractions quickly enough that the answer feels obvious. This generator produces both — Fraction of a Number and Comparing Fractions each have a sheet of their own, among seventeen Grade 5 skills that run on to unlike denominators, mixed numbers and multiplying fractions — with every problem constructed to land on an exact whole-number or clean fractional answer. Settings update the preview instantly, and the link reproduces the identical sheet for fair re-tests.
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Fractions · Grade 5
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Grade 5 · 2 pages · A4More Grade 5 fractions skills
Each one generates a different kind of question, with its own three levels and answer key.
- Fraction of a NumberFind a fraction of a whole amount, like 1/4 of 12.
- Equivalent FractionsFill in the missing number that makes two fractions equal.
- Simplifying FractionsReduce a fraction to its simplest form.
- Comparing FractionsDecide which fraction is greater using <, > or =.
- Ordering FractionsPut a set of fractions in order from least to greatest.
- Adding Like FractionsAdd fractions that already share a denominator.
- Subtracting Like FractionsSubtract fractions that share a denominator.
- Adding Unlike FractionsAdd fractions with different denominators.
- Subtracting Unlike FractionsSubtract fractions with different denominators.
- Mixed Numbers to ImproperRewrite a mixed number as an improper fraction.
- Improper to Mixed NumbersRewrite an improper fraction as a mixed number.
- Adding Mixed NumbersAdd mixed numbers that share a denominator, then across two.
- Subtracting Mixed NumbersSubtract mixed numbers that share a denominator.
- Completing the WholeFind the fraction that finishes a whole number.
- Multiplying by a Whole NumberMultiply a fraction by a whole number.
- Multiplying FractionsMultiply two fractions together.
- Fractions and DecimalsConvert between fractions and decimals.
What each level generates
Grade 5 fraction of a number — the exact skill behind each difficulty setting, straight from the generator.
- Level 1Unit fractions, bigger denominators
- Level 2Non-unit fractions
- Level 3Find the whole
Grade levels follow the progression common to most English-language curricula — not one specific national curriculum. Every level shows exactly what it generates, so you can check the fit with your own program. See the full scope & sequence →
Grade 5 expectations and benchmarks
Most Grade 5 curricula expect fluent two-step reasoning for fractions of amounts: divide by the denominator, multiply by the numerator, so 7/12 of 84 becomes 84 ÷ 12 = 7, then 7 × 7 = 49. The second level of the Fraction of a Number sheet generates non-unit problems of exactly that shape, always divisible so the method is the only obstacle.
A reasonable fluency benchmark is 12 such problems in under ten minutes with at most one slip. For comparison work on the Comparing Fractions sheet, students should be reaching for strategies — common denominators, benchmark halves, same-numerator reasoning — rather than converting everything to decimals.
Targeted practice that transfers
Run fractions-of-numbers as a warm-up before decimal, percentage, or ratio lessons — it is the same underlying skill, and five minutes of it keeps the connection live. The most common Grade 5 slip is multiplying by the numerator first and then failing to divide (3/4 of 32 answered as 96); if you see it, have the student write the division step on its own line for a week.
For measurable progress, keep one fixed sheet via its link as a monthly timed check, and use Shuffle for everything in between so no set is ever memorised. Print the answer key on its own page and have students self-mark — at this age, finding their own error teaches more than being told.
Frequently asked questions
▸What fraction skills should a Grade 5 student have?
Finding non-unit fractions of quantities (like 3/4 of 32), comparing fractions confidently using common denominators or benchmarks, and adding and subtracting fractions with unlike denominators, giving the answer in simplest form.
▸Are the fraction-of-a-number answers always exact?
Yes — problems are generated so the quantity always divides cleanly by the denominator. Students practise the divide-then-multiply method without remainders muddying the water.
▸Can I use these sheets for timed practice?
Yes. The link stores the exact worksheet, so the same timed set can be run across a class or repeated with the same student weeks later for a like-for-like comparison.
▸How many problems fit on one page?
It depends on font size and paper choice, but the question-count stepper lets you set anywhere from a short 6-problem warm-up to a full practice set, and the preview shows the exact page layout before you print.
▸Do I need to create an account or share any data?
No. Everything is generated in your browser, nothing is uploaded, and the optional name field prints on the sheet without ever leaving your device.