In two similar rectangles, A and B, if rectangle A is twice as long and twice as

wide, then the Area of rectangle A is

times as much as the Area of

rectangle B.

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Mathematics

21 May, 07:19

In two similar rectangles, A and B, if rectangle A is twice as long and twice as

wide, then the Area of rectangle A is

times as much as the Area of

rectangle B.

+1

Answers (1)

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Talan Riggs · Answer 1

4

Step-by-step explanation

Example: if the length and width were doubled, say if a rectangle was 5x5, it would now be 10x10. The old result would be 25 and the new one would be 100. That is 4 times the original result. This works for any example.

In two similar rectangles, A and B, if rectangle A is twice as long and twice aswide, then the Area of rectangle A istimes as much as the Area ofrectangle B.

In two similar rectangles, A and B, if rectangle A is twice as long and twice as

wide, then the Area of rectangle A is

times as much as the Area of

rectangle B.