Percentage points

Percentage points

Secondary 1

Percentage points

A percentage point measures the gap between two percentages. Subtract the old rate from the new rate, then state the direction. A relative percentage change measures that gap compared with the old rate. Divide the gap by the nonzero old rate and express the result as a percentage.

Example

A club’s participation rate rises from 40% to 50%. The increase is \(50-40=10\) percentage points. The rate itself has risen by \(\dfrac{10}{40}\times100\%=25\%\) relative to its starting value.

Check your label. “10 percentage points” compares the rates directly. “25% increase” compares the gap with the starting rate. Changes in the number of participants also depend on the number of club members in each period.

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