A shop sells 300 bikes. This was a 50% increase on last year. How many were sold last year?
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Assuming the number of bikes sold last year is X
Since we were told that there was a 50% increase this year when compared to last year's sale. It follows that this year's sale is X +50% of X (which has already been given to be 300).
Hence, we form the equation, X + (50/100)X = 300
X + (5X/10) = 300
Making 10 the common denominator
(10X+5X)/10 = 300
15X/10 = 300
Multiply both sides by 10 or cross-multiply
15X = 300 * 10
Divide both sides by 15 ( to make X the subject of the formula)
X = (300 * 10)/15
X = 200
Hence, the number of sales made at the shop last year was 200 bikes.
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