The given figure shows a triangle and a circle enclosed in a square. Find the area of the shaded parts?

~713 cm^2

Shaded area = 2*T+C, where T- area of shaded triangle and C- area of circle. 2*T=2*32*16/2= 512 cm^2 C=pi*(16/2)^2= 64 pi= ~201 cm^2 Total ~713 cm^2

The given figure shows a circle, centred at O, enclosed in a square. Find the total area of 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?

Find the area of the shaded green square in the blue right triangle?

Given that D, E, F are the midpoints of the opposite sites in the triangle ABC, find the area of the shaded region?

Following figures shows a unit square ABCD. If the area of the octagon (in blue) can be expressed as 1/a find a?