Question

The area of the largest square that can be drawn inside a circle with unit radius is:

Answer 1

hey dear

here is your answer

solution

The diagonal of square will be diameter of the circle

The radius is 1 so the diameter is 2

Let x = one side of square

So the area will be x^2


Using the Pythagoras theorem ( knowing all the sides of square are congruent )

we get

x^2 + x^2. = 4.

Area of square ( x^2) = 2

Hence 2 is the unit of radius with in circle

answer is 2


hope it helps

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