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What are the steps you need to do to verify a trigonometric identity? I'm not sure how to do it. 1 - 2cos^2x = 2sin^2x - 1
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\[1-2\cos^2x=2\sin^2x-1\]
You just want to show that one side is equal to the other side, so pick a side then apply trig identities until it looks the same as the side you did not touch
hmmm if you were to solve say \(\bf sin^2(\theta)+cos^2(\theta)=1\) for \(cos^2(\theta)\) what would you end up with?
one approach use identities you know to express terms differently on one side then simplify until the result is the same as the other side using sin^2 + cos ^2 = 1 working with the left hand side LHS
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