If x=asin0+bcos0 and y=acos0-bsin0, prove that x2+y2=a2+b2
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sin0=0 cos0=1 x=asin0+bcos0 =a(0)+b(1)=b x=b y=acos0-bsin0=a(1)-b(0)=a y=a 2x+2y=2(b)+2(a)=2a=2b
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