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Use basic identities to simplify the expression.
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what is secant?
reverse of cos
and what is tangent?
@Luigi0210 u there?
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yea
secant is the reverse of cosine
and what is tangent?
the reverse of cot i guess
Yes, but it equals something too.
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*else
idk
tan = sin/cos
ok so how can this be used to solve this?
Well first you have to change everything to sines and cosines so the new equation is: (sin/cos)/(1/cos) Do you know how to switch from division to multiplication?
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so it'll be \[(\sin x/ \cos x) \times (\cos x/1)\]
so i should multiply that to get my answer?
Yea, so the cosx's will cancel each other out leaving sinx/1 which is just sinx
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