Respuesta :

The area of  5 circles and 10 semicircles and 100 quarter circles stones which has the 10 inches radius is 10995.6 in².

What is the area of the circle?

The area of the circle is the space occupied by it. It can be given as,

A=πr²

Here, (r) is the radius of the circle.

The radius of one stone is 10 inches. Thus, the area of one circular stone is,

A=πr²

A=π(10)²

A=314.16 in².

There are total 5 circles and 10 semicircles and 100 quarter circles.  The area of 5 circle is,

A=5 x 314.16 in²

A=1570.8  in².

The area of circle is twice the area of semicircle and 4 times the area of quarter circle. Thus the area of 10 semicircle and 100 quarter circles is,

A(semicircle)=(10 x 314.16 in² )/2=1570.8  in².

A(quarter circle)= (100x 314.16 in² )/4=7854 in².

The total area is,

A=1570.8  +1570.8 +7854

A=10995.6 in².

Thus, the area of  5 circles and 10 semicircles and 100 quarter circles stones which has the 10 inches radius is 10995.6 in².

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