Inscribed Circle and Area of Square

AliShan

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Can some one please solve this for me? I googled and got a formula that in the scenario when circle is inscribed in a square the diameter of the circle is equal to length of the square.

Please solve the below question.



A circle is inscribed inside a square. A line segment is drawn from the center of the circle to the upper right-hand corner of the square. This line segment has a length of four units.

Find the area of the square.



 

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Can some one please solve this for me? I googled and got a formula that in the scenario when circle is inscribed in a square the diameter of the circle is equal to length of the square.

Please solve the below question.



A circle is inscribed inside a square. A line segment is drawn from the center of the circle to the upper right-hand corner of the square. This line segment has a length of four units.

Find the area of the square.



Draw a radius from the center of the Circle, to the right. Ponder the Pythagorean Theorem.
 
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