$\arctan(1/\sqrt3)=\pi/6$: the principal angle whose tangent is $1/\sqrt3$.Suggest a slogan
\(\arctan\qty{1\over \sqrt 3} = {\pi\over 6}\)
What is $\arctan\qty{1 \over \sqrt 3}$?
Value of $\arctan(1/\sqrt 3)$
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\(\arctan\qty{1\over \sqrt 3} = {\pi\over 6}\)