(sin theta +cos theta ) ²+(cos theta-sin theta) ²
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Answer:
= (sin theta^2 + cos theta^2 + sin theta×cos theta) + ( cos theta^2 + sin theta^2 - sin theta^2)
= (1 + sin theta×cos theta) + (1 - sin theta×cos theta )
= 2
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As we know
sinθ+cosθ=1
(sinθ+cosθ)²+(cosθ-sinθ)²
(a+b)²=a²+2ab+b²
sin²θ+2 sinθcosθ+ cos²θ+cos²θ-2cosθsinθ+sin²θ
1+1
2
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