A square is inscribed within another square by connecting the midpoints of the larger square. The edge length of the outer squar
e is x. Express the area of the inner square as a function of x.
1 answer:
Each edge of the inner square has a length of √[(x/2)²+(x/2)²]=√2x²/4=(x√2)/2
Then, the area is 2x²/4=x²/2 ☺☺☺☺
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