If x = a sin theta + b cos theta
y = a cos theta - b sin theta
Prove that x²+ y² = a² + b²
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x=asinθ+bcosθ
y=acosθ−bsinθ
Now,
x² + y² =a² +b² +2ab sin θ cos θ − 2ab sin θ cos θ
x² +y² =a² +b²
hence,proved.
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