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cos 2θ = 11 sin θ − 5 Solve the given equation
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I think I just have an issue with factoring it. This is all I have so far. 2sin^2theta +11sin theta - 6
That's right, I'm not sure how to easily find the factorisation here though.
(2sin(theta)-1)(sin(theta)+6) works, but I didn't come up with that myself.
So given that I just find where theta = 1/2? Is it possible to find when theta = -6?
sin(theta) is between -1 and 1 so no that factor can't be zero and so you only have to look at the other one.
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That might have been confusing: you are right. You just have to find the values of theta where sin(theta)=1/2.
Alright, I got it. Thanks again.
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