Fraction Worksheets

Fractions built step by step: name the shaded part, find equivalents, compare, place them on the number line, add and subtract, and take a fraction of a number.

Ages 7-10

Updated September 2026

Identify the fraction · #1

12 shaded shapes showing halves, thirds and fourths; write the numerator and denominator for each.

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Identify the fraction · #2

12 shaded shapes showing fifths, sixths and eighths; write the numerator and denominator for each.

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Equivalent fractions · #1

8 equivalent-fraction problems with denominators 2 to 5; fill in the missing numerator.

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Equivalent fractions · #2

8 equivalent-fraction problems with denominators 6 to 9; fill in the missing numerator.

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Comparing fractions · #1

8 pairs with denominators up to 6, sharing a denominator or a numerator; write >, < or =.

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Comparing fractions · #2

8 pairs with denominators up to 9, sharing a denominator or a numerator; write >, < or =.

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Fractions on a number line · #1

5 number lines from 0 to 1, write the fraction at the green point.

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Adding like denominators · #1

8 additions with like denominators from 4 to 6, every sum a proper fraction.

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Adding like denominators · #2

8 additions with like denominators from 7 to 10, every sum a proper fraction.

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Fraction circles (template)

Nine blank circles from a whole to twelfths, to color and cut out.

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Identify fractions: halves, quarters and eighths

12 shaded shapes showing halves, quarters and eighths, write the fraction for the shaded part.

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Identify fractions: thirds, sixths, ninths and twelfths

12 shaded shapes showing thirds, sixths, ninths and twelfths, write the fraction for the shaded part.

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Identify fractions: halves, thirds, quarters and sixths

12 shaded shapes showing halves, thirds, quarters and sixths, write the fraction for the shaded part.

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Identify fractions: quarters, fifths and tenths

12 shaded shapes showing quarters, fifths and tenths, write the fraction for the shaded part.

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Identify fractions: halves, fifths and tenths

12 shaded shapes showing halves, fifths and tenths, write the fraction for the shaded part.

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Identify fractions: sixths, eighths and twelfths

12 shaded shapes showing sixths, eighths and twelfths, write the fraction for the shaded part.

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Equivalent fractions, denominators 2 to 8

8 equivalent-fraction problems with denominators 2 to 8, write in the missing numerator.

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Equivalent fractions, denominators 3 to 10

8 equivalent-fraction problems with denominators 3 to 10, write in the missing numerator.

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Equivalent fractions, denominators 4 to 12

8 equivalent-fraction problems with denominators 4 to 12, write in the missing numerator.

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Comparing fractions, denominators up to 8

8 fraction pairs with denominators up to 8, write greater than, less than or equal.

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Comparing fractions, denominators up to 10

8 fraction pairs with denominators up to 10, write greater than, less than or equal.

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Comparing fractions, denominators up to 12

8 fraction pairs with denominators up to 12, write greater than, less than or equal.

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Fractions on a number line · #2

5 number lines from 0 to 1 using thirds, fourths, fifths, sixths and tenths, write the fraction at the green point.

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Fractions on a number line · #3

5 number lines from 0 to 1 using halves, fourths, sixths, eighths and twelfths, write the fraction at the green point.

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Fractions on a number line · #4

5 number lines from 0 to 1 using thirds, fourths, sixths, ninths and twelfths, write the fraction at the green point.

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Fractions on a number line · #5

5 number lines from 0 to 1 using halves, fourths, fifths, eighths and tenths, write the fraction at the green point.

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Adding fractions, denominators 3 to 5

8 additions with like denominators from 3 to 5, every sum stays a proper fraction.

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Adding fractions, denominators 6 to 8

8 additions with like denominators from 6 to 8, every sum stays a proper fraction.

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Adding fractions, denominators 9 to 12

8 additions with like denominators from 9 to 12, every sum stays a proper fraction.

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Subtracting fractions, denominators 3 to 6

8 subtractions with like denominators from 3 to 6, every difference stays a proper fraction.

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Subtracting fractions, denominators 4 to 8

8 subtractions with like denominators from 4 to 8, every difference stays a proper fraction.

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Subtracting fractions, denominators 6 to 10

8 subtractions with like denominators from 6 to 10, every difference stays a proper fraction.

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Subtracting fractions, denominators 8 to 12

8 subtractions with like denominators from 8 to 12, every difference stays a proper fraction.

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Shade the fraction: halves, thirds and quarters

Color each circle or bar to show the written fraction, using halves, thirds and quarters.

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Shade the fraction: fifths, sixths and eighths

Color each circle or bar to show the written fraction, using fifths, sixths and eighths.

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Shade the fraction: quarters, eighths, tenths and twelfths

Color each circle or bar to show the written fraction, using quarters, eighths, tenths and twelfths.

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Shade the fraction: thirds, sixths, ninths and twelfths

Color each circle or bar to show the written fraction, using thirds, sixths, ninths and twelfths.

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Simplify fractions, terms up to 12

8 fractions with terms up to 12, write each in its simplest form.

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Simplify fractions, terms up to 16

8 fractions with terms up to 16, write each in its simplest form.

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Simplify fractions, terms up to 20

8 fractions with terms up to 20, write each in its simplest form.

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Fraction of a number: halves and thirds

Halves, thirds and quarters of small whole numbers, the first time a fraction acts on something instead of describing it.

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Fraction of a number: quarters and fifths

Quarters and fifths of numbers up to forty, where the division step has to be done properly before multiplying.

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Fraction of a number: thirds and sixths

Denominators that never divide evenly by two, so halving cannot be used as a shortcut anywhere on this page.

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Fraction of a number: mixed denominators

All five denominators shuffled together, the review page once each one has been met on its own.

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Improper to mixed numbers · #1

Small denominators only, so the whole number can still be found by counting how many times the bottom fits into the top.

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Improper to mixed numbers · #2

Denominators up to six, the point at which dividing the numerator becomes quicker than counting wholes.

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Improper to mixed numbers · #3

Eighths included, where the numerator can run past forty and the division is a genuine calculation.

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Mixed numbers to improper · #1

The same conversion run backwards with halves, thirds and quarters, where the picture is still easy to hold in mind.

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Mixed numbers to improper · #2

Multiply the whole by the denominator and add the top, drilled here until the order of the two steps is automatic.

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Mixed numbers to improper · #3

Eighths and whole numbers up to five, which pushes the numerator high enough that the answer looks wrong until it is checked.

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Order unit fractions

Every numerator is one, so the page is really about the counter-intuitive fact that a bigger denominator means a smaller piece.

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Order fractions, same denominator

All four fractions in a row share a bottom number, so ordering them is ordering the numerators and nothing more.

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Order fractions · #1

Numerators and denominators both varying, which forces a real comparison strategy rather than a glance.

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Order fractions · #2

A second mixed page, where converting to a common denominator is usually quicker than reasoning row by row.

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Adding unlike denominators · #1

One denominator is always a multiple of the other, so a single rewrite is enough and the page stays about the idea.

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Adding unlike denominators · #2

Denominators up to ten, where finding the common bottom number takes a moment of thought rather than none.

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Adding unlike denominators · #3

Twelfths brought in, which is where the common denominator can be four or six times the smaller one.

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Subtracting unlike denominators · #1

The same rewrite step applied to subtraction, with the first fraction always the larger so nothing goes negative.

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Subtracting unlike denominators · #2

Twelfths in the subtraction version, the hardest page in the unlike-denominator set on this gallery.

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Fraction times a whole number · #1

The whole number multiplies the top and the bottom stays put, which is the one rule this page exists to fix in place.

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Fraction times a whole number · #2

Larger denominators and larger whole numbers, so most answers come out improper and are worth converting afterwards.

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Fractions to decimals · #1

Only tenths and hundredths appear, because this is a place-value exercise wearing a fraction costume.

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Fractions to decimals · #2

A second set, useful for catching the child who writes seven hundredths as nought point seven.

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Decimals to fractions · #1

The conversion run the other way, where the number of decimal places decides the denominator on its own.

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Decimals to fractions · #2

A second page mixing one and two decimal places, which is where the wrong denominator most often gets written.

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Compare with one half · #1

One half as the yardstick: double the numerator and see whether it clears the denominator, no cross multiplying needed.

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Compare with one half · #2

A second set including fractions that land exactly on a half, which is the case most children forget exists.

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Find the missing denominator · #1

The gap is under the bar this time, so the multiplier has to be worked out from the numerators first.

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Find the missing denominator · #2

A wider band of starting denominators, where the multiplier is no longer two or three every time.

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Find the missing denominator · #3

Denominators as high as twelve on the left, so the answer can run past thirty and the times tables have to be sound.

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Adding mixed numbers · #1

Whole numbers and fractions added in separate columns, with the denominator kept the same so nothing else can go wrong.

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Adding mixed numbers · #2

Denominators up to eight, where the fraction part stays proper and the whole numbers do most of the growing.

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Adding mixed numbers · #3

The largest denominators in this set, useful once the two-part method no longer needs to be talked through.

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Color a fraction of a group · #1

A fraction applied to separate objects instead of one shape, which is the jump most children miss after shading circles.

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Color a fraction of a group · #2

Groups of up to twelve, where the group has to be split into equal parts before anything can be colored.

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Color a fraction of a group · #3

A third set, worth keeping for the child who can shade two thirds of a circle but not of six counters.

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Fraction word problems · #1

Six short stories whose answer is a fraction rather than a number, which is a harder thing to write than to say.

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Fraction word problems · #2

A second set of small-denominator stories, including the ones that ask what is left rather than what was used.

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Fraction word problems · #3

Bigger groups and denominators up to twelve, so the fraction written down usually wants simplifying afterwards.

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Fraction word problems · #4

The hardest stories here, where the total in the question is not the denominator you end up writing.

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