Geometry often presents fascinating problems that challenge our understanding of shapes and their relationships. In this blog post, we'll explore a problem involving a circle inscribed in a square and a smaller square inscribed within that circle. Let's dive into the details and find the area of the smaller square.
A circle inscribed a in square The radius of the circle is r. A smaller square is inscribed inside the circle with each of its sides touching the circle. If the area of larger square is 4r2. What is the area of the smaller square?
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Answer: 2r2
Explanation:
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