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tan x = sqrt(3) (unit circle problem)
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\(\bf tan(x)=\sqrt{3}\qquad \textit{taking inverse tangent to both sides}\\ \quad \\ tan^{-1}[tan(x)]=tan^{-1}[\sqrt{3}]\implies x = tan^{-1}[\sqrt{3}]\)
but its by using the unit circle. the answer is (pi/3)+pi k, but i dont know how to get that answer
Use your special triangles.
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