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Fractions Made Easy

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Fractions Made Easy

Use the models to identify, compare and solve problems with fractions. Show your thinking where you can.

Recognising fractions

Remember: the numerator tells how many parts are counted. The denominator tells how many equal parts make the whole.

1.A tray of 10 equal brownie pieces has 4 pieces taken. What fraction of the tray has been taken?
  • 4/10
  • 10/4
  • 6/10
  • 4/6
2.Which fraction is equal to one half?
  • 2/8
  • 4/8
  • 5/8
  • 1/8
3.Select every fraction that is greater than 1/2.
  • 3/5
  • 2/5
  • 5/8
  • 3/8
4.A muesli bar is divided into 9 equal pieces. Maia eats 3 pieces. Write the fraction she eats, then simplify it if possible.

Compare and solve

Use equivalent fractions or a visual model to help with the comparisons.

5.A bottle is full. Theo drinks 3/8 of the juice. What fraction of the juice remains?
6.Write <, > or = in each space to make the comparison true: a) 3/6 __ 1/2; b) 2/5 __ 3/5; c) 2/3 __ 4/6.
7.Draw a circle divided into four equal parts and shade three parts to show 3/4.
8.Explain what 3/7 means. Include what each number tells you.

Fraction challenge

Think carefully about how many small measures fit into the amount needed.

9.A recipe needs 3/4 of a cup of oats. You have a 1/8-cup scoop. How many full scoops will you need?
10.Make up a food-sharing problem that uses a fraction. Write your problem and solve it.

2 printable pages

  • Fractions Made Easy, page 1 of 2: Recognising fractions, Compare and solve

    Page 1

  • Fractions Made Easy, page 2 of 2: Fraction challenge

    Page 2

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