SinA=CosB then find sin squareA + Sin square B
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Sin squareA + Sin squareB
= sin squareA +1 + Cos squareB
= sin squareA + Sin square A + 1. (SinA=CosB)
= 2sin squareA + 1
= sin squareA +1 + Cos squareB
= sin squareA + Sin square A + 1. (SinA=CosB)
= 2sin squareA + 1
Einsten01:
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