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Posted By: mohan Member Level: Gold Posted Date: 13 Jun 2008 Category: Aptitude Test

In the figure, each of the four white "petals" is formed by the intersection of two semicircles. Each of the four semicircles is drawn with its center at the midpoint of each side of the square. If the length of the side of the square is 2, what is the total area of the shaded region excluding the petals?

In the figure, each of the four white "petals" is formed by the intersection of two semicircles. Each of the four semicircles is drawn with its center at the midpoint of each side of the square. If the length of the side of the square is 2, what is the total area of the shaded region excluding the petals?

Select Answer:

8 - 2p
16 - 4p
1 - p/4
4 - p

Your Test Score: 0 / 0

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