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Proportional Reasoning and Multiplicative Relationships · Autumn Term

Reverse Percentages

Students will work backwards to find the original amount before a percentage increase or decrease.

Key Questions

  1. Explain why simply reversing a percentage change does not return to the original value.
  2. Construct a method for finding the original amount after a percentage change.
  3. Evaluate the common errors made when solving reverse percentage problems.

National Curriculum Attainment Targets

KS3: Mathematics - NumberKS3: Mathematics - Ratio, Proportion and Rates of Change
Year: Year 8
Subject: Mathematics
Unit: Proportional Reasoning and Multiplicative Relationships
Period: Autumn Term

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