Sharing Quantities in a Given Ratio
If £30 is shared in the ratio 2:3, why does that mean one person gets 2 equal parts and the other gets 3, making 5 parts altogether? Open Full Article...
Home schooling resources for children and parents.
If £30 is shared in the ratio 2:3, why does that mean one person gets 2 equal parts and the other gets 3, making 5 parts altogether? Open Full Article...
This guide explains how to find an original amount when a final amount and a percentage change are known. Open Full Article...
This guide supports teaching reverse percentages: finding an original value when the final value and percentage change are known. Open Full Article...
If a jumper costs £80 after a 20% discount, why is the original price not £100 simply because we add 20% back? Open Full Article...
This guide explains the lesson’s key ideas about percentage increase and decrease. Open Full Article...
This guide supports teaching percentage increase and decrease at home, from the meaning of a reference value to multipliers, successive change and… Open Full Article...
Why does a 10% rise in a £50 price not add £10? The answer depends on the value used as the reference whole. Open Full Article...
This guide explains how to recover an original amount when a fraction or percentage of it is known. Open Full Article...
This guide supports teaching learners aged 11 to 16 how to recover an original amount from a known fraction, percentage or multiplier. Open Full Article...
If 1/4 of a number is 6, how can we work backwards to discover the whole number? Open Full Article...