Prove that (Sin A+Cos A)^2 = 1+2 SinA CosA
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(Sin A+Cos A)²
Using (a+b)² = a²+b²+2ab
= Sin²A + Cos²A + 2 SinA CosA
= 1 + 2 SinA CosA ( Sin²A + Cos²A =1)
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