Question

In a figure a square is inscribed in a circle. The side of the square is 10cm. Find the difference between area of circle and square.

Answer 1

Answer:

Step-by-step explanation:

The side length of the square is 10 cm.

The diagnol length of the square would be 10√2 cm.(by Pythagoras theorem).

The diagnol of a square inscribed in a circle is the diameter of the circle.

So diameter of the circle =10√2 cm.

Radius of circle=5√2 cm

To find,

Area of circle -area of square

πr²- (side)²

(3.14) (50)-(10)²

157-100

57

So the difference is 57

Answer 2

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