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how would you solve (tan^2)(1/sec^2)+1/sin in terms of sin
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Final answer in terms of sines? Hmmm, so do you remember your identities? :) sec=? tangent=? In terms of sines and cosines.
yes sec=1/cos tan=sin/cos or \[\sin^{2}+\cos ^{2}\]
yes we'll use that information. So let's see, what do we have when you make the conversions? :D You should have some nice cancellations.
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