What happens when circle meets square - find the area of the following image?
Lets assume the radius of the circle is r then the area of image = 2*(3/4 area of circle) + area of square = 2*(3/4)* Pi * r^2 + r^2 =3/2 Pi r^2 + r^2
Let r be the radius of the circle. Therefore r = side of the square The total area will be 2 x (3/4 area of the circle) + area of the square In other words: 2 x (3/4 x pi x r^2) + r^2
(1.5* pi +1)*r*r . area in each of the 3/4 circles is 3/4 * pi*r*r and area of square is r*r. hence the answer
Each circle has radius 1. What is the area of the green region in the following image?
The given figure shows a circle, centred at O, enclosed in a square. Find the total area of shaded parts?
The given figure shows a triangle and a circle enclosed in a square. Find the area of the shaded parts?
A circle has a radius of 12 units and its center is at one vertex of a square. The square has a side of 12 units. Find the area of the shaded region?
What is the area of the large, black square in the following image?