Differentiate (cos θ - sin θ)\(^2\)
y = (cosθ - sinθ) dy/dx = 2(cosθ - sinθ)(-sinθ - cosθ) dy/dx = 2(-cosθsinθ - cos2θ + sin2θ) dy/dx = 2(- cos\(^2\)θ + sin\(^2\)θ) = -2(cos\(^2\)θ - sin\(^2\)θ) = -2(1 - 2sin\(^2\)θ) = -2cos2θ
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