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How do I factor cosθ out of cos θ - cos θ sin^2θ?
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There's a \(\cos \theta \) term in each side, so you can factor it out by dividing each term by \(\cos \theta\).
GCF cos0
There is only one side of this equation.
sorry, I meant each term of the expression
No each term has a cos
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So by dividing each term by cosθ I factor it out?
Yes. \( \cos \theta \left(\cdots \right) \)
So it becomes cosθ(1 - sin^2θ)
Exactly. Nice work.
Thanks, bud. Appreciate the help!
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