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cot(3x)= squareroot of 3 what is the solution set
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what do you get ? you'll get an error or similar message since angles can only of cosine detween -1 and 1
you should look at using cot = 1/tan so take the reciprocals of both sides and you get \[\tan(3x) = \frac{1}{\sqrt{3}}\] then find the arc tan \[3x = \tan^{-1}(\frac{1}{\sqrt{3}})\] hint... its an exact value angle from the 30, 60 right triangle when you get the answer, divide it by 3 to find x hope this helps
oops sorry - i misread the question!
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