The area of the region A=\(x,y):|cos⁡x-sin⁡x| <= y <= sin⁡x,0≤x^2\ is

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The area of the region A=\{(x,y):|cos⁡x-sin⁡x|\leq y \l... | Area of Bounded Region (Mathematics) | DivineJEE

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Mathematics

The area of the region

A=\{(x,y):|cos⁡x-sin⁡x|\leq y \leq sin⁡x,0≤x^2\}

\sqrt5 - 2\sqrt2 + 1

\sqrt5+2\sqrt2 - 4.5

1-\frac{3}{\sqrt2}+\frac{4}{\sqrt5}

\frac{3}{\sqrt5}-\frac{3}{\sqrt2} + 1

Correct Answer:

\sqrt5 - 2\sqrt2 + 1

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