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Can I get some help with Trig identities?
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solve the following in the interval [0,2pi) \[\tan x + \sqrt{3} = \sec x\]
what is another way to write tan and sec?
tan = sin/cos and sec =1/cos
I used that, but as i got further along I got stuck. Should I set it up as a quadratic?
\[\frac{ \sin }{ \cos}x+\sqrt{3}=\frac{ 1 }{ \cos }x\]
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i got to \[\sin x - \cos x +\sqrt{3}\cos x = 0\] am i on the right track?
\[\sin x-1+\sqrt{3}cosx=0\]
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