Rectangle ABCD is similar to rectangle EFGH. If rectangle ABCD has sides that are 7 times greater than those of rectangle EFGH, what is the relationship between the perimeters of the rectangles?

A.
The perimeter of rectangle EFGH is 7 times greater than the perimeter of rectangle ABCD.

B.The perimeter of rectangle ABCD is 7 times greater than the perimeter of rectangle EFGH.
C.The perimeters of the rectangles are equal
D.The perimeter of rectangle EFGH is 49 times greater than the perimeter of rectangle ABCD
WHAT IS THE ANWSER

you rectangle thee EFGH 7 times ang you rectangle the ABCD perimiter the ABCD

B. Each side is 7 times as big, so the perimeter is also 7 times as big.

Rectangle ABCD is similar to rectangle EFGH. If rectangle EFGH has sides that are 8 times greater than those of rectangle ABCD, what is the relationship between the areas of the rectangles?

A. The area of rectangle EFGH is 8 times greater than the area of rectangle ABCD.
B. The area of rectangle ABCD is 8 times greater than the area of rectangle EFGH.
C. The area of rectangle EFGH is 64 times greater than the area of rectangle ABCD.
D. The area of rectangle ABCD is 64 times greater than the area of rectangle EFGH.

ITS D MAN AND IM NOT DERRRICK !!!!!

The answer is option D. The perimeter of rectangle EFGH is 49 times greater than the perimeter of rectangle ABCD.

To understand why, let's compare the sides of the two rectangles.

Let's assume one side of rectangle EFGH is "x". According to the given information, the corresponding side of rectangle ABCD is 7 times greater. So, one side of rectangle ABCD is 7x.

The perimeter of a rectangle is the sum of all its sides.
For rectangle EFGH, the perimeter is calculated as 2(x + x + x + x) = 8x.
For rectangle ABCD, the perimeter is calculated as 2(7x + 7x + 7x + 7x) = 56x.

Now, if we compare the two perimeters:
Perimeter of rectangle EFGH (8x) : Perimeter of rectangle ABCD (56x)
We can see that the perimeter of rectangle EFGH is 7 times smaller than the perimeter of rectangle ABCD.

Therefore, the correct answer is option D. The perimeter of rectangle EFGH is 49 times greater than the perimeter of rectangle ABCD.