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A square S1 encloses another square S...

A square `S_1` encloses another square `S_2` in such a manner that each corner of `S_2` is at the mid-point of the side of `S_1` . If `A_1` is the area of `S_1` and `A_2` is the area of `S_2` , then `A_1=4\ A_2` (b) `A_1=2\ A_2` (c) `A_2=2\ A_1` (d) `A_1=A_2`

A

`A_(1) = A_(2)`

B

`A_(2) = 2A_(1)`

C

`A_(1) = 2 A_(2)`

D

`A_(1) = 4A_(2)`

Text Solution

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The correct Answer is:
C
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