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Prove the following identity: (1/tanx) + tanx = (1/sinx cosx) I have attempted to convert 1 to sin^2x+cos^2x and then made both denominators equal but I am uncertain if I am correct or not. Thanks.
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write tan x as sin x/ cos x what u get ?
(1/(sinx/cosx)) I'm not really sure how to do this though.
(1/tanx) + tanx just replace tan x by sin x/cos x here what u get ?
1/tanx + sinx/cosx
there still is a tan x there, replace it too!
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(1/(sinx/cosx)) + sinx/cosx?
correct, now what does (1/(sinx/cosx)) simplify to ?
No idea...
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