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NEST2024MathematicsArea Under Curves

Let ABCD be a square inscribed in a circle of unit radius. Let E be the point on the circle such that ABE is an isosceles triangle, containing the centre of the circle (in its interior). Then the area of the intersection of the square ABCD and the triangle ABE is

Options

  1. A5 / 2
  2. B4-2 2
  3. Cless than 1
  4. D3

Correct answer

B. 4-2 2

Step-by-step solution

No solution available.

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