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If the length of a rectangle is increased by 20% and the breadth of the rectangle is decreased by 10%, how much percent is less or greater than the value of the new area of the rectangle in comparison with the value of the older area?

A4% less

B8% more

C12% less

D16% more

Answer:

B. 8% more

Read Explanation:

By using successive formula for percentage change = (x + y + xy/100)% x = 20 and y = –10 Percentage change in area = (20 – 10 – (20 × 10)/100)% Percentage change in area is 8%


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