The length of rectangle B is 25% greater than the length of rectangle A. The width of rectangle B is 3/ 5 × the width of rectangle A. Find the fraction area of rectangle B /area of rectangle A Give your answer in its simplest form.
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Answer:
the fraction area of rectangle B /area of rectangle A=3/4
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Given,
Length of rectangle B is 25% greater than the length of rectangle A.
The width of rectangle B is the width of rectangle A.
Solution,
Consider the length and width of rectangle A is and length and width of rectangle B is
Area of rectangle = length width
Calculate the fraction area of rectangle B /area of rectangle A
Hence the fraction area of rectangle B to rectangle A is
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