What is the area of the largest square which can be inscribed in a circle of radius 14 cm?
Take ($$\pi$$=$$\frac{22}{7}$$)
Diagonal of the Square = Diameter of the circle
Radius = 14 cm
Diameter =28 cm
So diagonal= 28 cm
Area of square = $$\frac{Diagonal\times diagonal}{2}$$
              =  $$\frac{28\times 28}{2}$$
                      = 392 $$cm^{2}$$
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