if x=aSinA and y=acosA then find the value of x²+y²
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x=a sin A
y= a cos A
Now substitute these values in the equation
‘x squared +y squared’
ie. a sin squared A +a cos squared A
we take the ‘a’ out
a(sin squared A +cos squared A )
Now by using the identity ‘sin squared A +cos squared A=1’
We get, a(1)
=a
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