MATHS METHOD LAB

Rename fractions before adding.

Different denominators describe different-sized parts. Rename both fractions using a common denominator so that the parts match, then add.

When this helps

Useful for adding unlike fractions. Multiplying the denominators always provides a common denominator, although a smaller one may also work.

A common slip

Multiply the numerator and denominator by the same factor to keep the fraction equivalent.

Worked example

1/2 + 2/4 =

Answer: 1
  1. Use 2 × 4 as a common denominator. What is it?

    This task uses the product denominator; it need not be the smallest common denominator.

    8
  2. What is the first renamed numerator?

    Multiply the first numerator by the second denominator.

    4
  3. What is the second renamed numerator?

    Multiply the second numerator by the first denominator.

    4
  4. What is the final answer?

    Recombine your working and check it against the original question.

    1

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Teaching context

This lesson practises mathematical representations and calculations. The displayed practice uses selected England Year 6 skills; the strategy can also help learners in other years.

Curriculum alignment describes the mathematical skill. It does not mean this is the only required teaching method.

Department for Education: mathematics programmes of study ↗

Original method lesson v1.

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