Suppose that two rectangles are similar and the sides of the first rectangle are twice as long

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Suppose that two rectangles are similar and the sides of the first rectangle are twice as long as the corresponding sides of the second rectangle. 

(a) Is the perimeter of the first rectangle twice the perimeter of the second rectangle? Explain. 

(b) Is the area of the first rectangle twice the area of the second rectangle? Explain.

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