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Quick question about trigonometric identities. I have trouble recalling what these mean:
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How do you get \[\sin ^{2}x\] and how do you get \[\cos(2x)\]
If there is sinx.sinx that will equal \[\sin ^{2}x\]
or you use the equation \[\cos ^{2}x+\sin ^{2}x=1\] and rearrange to equal \[\sin ^{2}x\]
You get cos2x from the equation cos(A+B)-cosAcosB-sinAsinB And you let B=A Which gives cos2A=cosAcosA-sinAsinA
Thanks @WilliamF
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