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2sin^2 = 2 + cos
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replace \(2\sin^2(x)\) by \(2(1-\cos^2(x))\) and solve the resulting quadratic equation
ohhhh! okay
you get \[2-2\cos^2(x)=2+\cos(x)\] \[\cos^2(x)+\cos(x)=0\] \[\cos(x)(1+\cos(x))=0\] etc
how did you get cos^2 + cos = 0?
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