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Verify identity: sinˆ2(2t)/sinˆ2(t)=4-4sinˆ2(t)
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There are a few helpfull identities here, one is that sin^2(u) = 1-cos^2(u), for u=2t and another will be the half angle formula: sin2t=2cost*sint
for the RHS (right hand side) think of it as 4(1-sin^2(t)
Thanks a million!
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