D[Power[Sin[θ],2],θ] - Wolfram|Alpha

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Derivative

d/dθ(sin^2(θ)) = 2 sin(θ) cos(θ)

Properties as a function

Periodicity

periodic in θ with period π

Parity

odd

Series expansion at θ=0

2 θ - (4 θ^3)/3 + (4 θ^5)/15 + O(θ^6)
(Taylor series)

Big‐O notation »

Indefinite integral

integral2 cos(θ) sin(θ) dθ = -1/2 cos(2 θ) + constant

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