if x=a cos theta,y=a sin theta then prove that x²+y²=a²
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x=a cos theta
y=a sin theta
x²+y²=a²
L.H.S
= (a cos∅)² + (a sin∅)²
= a²cos∅² + a²sin∅²
= a²(cos∅² + sin∅²)
= a²(1) [ cos∅² + sin∅² = 1 ]
= a²
Which is equal to R.H.S
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