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1 + cos θ - 2sin^(2)θ=0
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I would change\[\sin^2(\theta)\] to one of the cosine trig identities.
Which one would that be? Sin^2 x + Cos^2 x =1? Im confused lol
\[\sin^2(\theta) = 1-\cos^2(x)\] then you'll have it in the form: \[ax^2+bx+c\] and you can factor it out, solve when it's equal to zero.
Alright I see what you did there, let me check it out
Got it, thank you
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