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Use basic identities to simplify the expression. cos θ - cos θ sin^2θ
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please help.
cos θ (1-sin^2θ) = cos θ(cos^2 θ) = cos^3 θ
Can you show me which rules you used?
I factored, first. cos θ(1-sin^2 θ) = cos θ - cos θ sin^2 θ. Remember your pythagorean identities. One of them being sin^2 θ +cos^2 θ = 1. So, with this information, you can see cos^2 θ = 1 - sin^2 θ if you take away the sin^2 θ on the right side of the equation/identity.
Oh. okay, thank.
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