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Proof: Secx-sinxtanx
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rewrite in terms of sin and cos, factor out cos, use sin^2+cos^2=1 to replace 1-sin^2 with cos^2, reduce, and you have cosx
My bad it should say Secx-sinxtanx=cosx
I have to prove it using the identities
(1/cos)-(sin^2/cos) = 1/cos(1-sin^2) = 1/cos(cos^2) = cos
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