How do you find the values of $theta$ given $cottheta=sqrt3/3$ ?

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How do you find the values of $theta$ given $cottheta=sqrt3/3$ ?

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Answer 1 · 2016-12-25T23:41:01

$pi/6 + kpi$

Explanation:

$cot t = 1/(tan t) = sqrt3/3$
$tan t = 3/sqrt3 = sqrt3$
Trig table and unit circle -->
$tan t = sqrt3$ --> $t = pi/6$ and $t = pi/6 + pi = (7pi)/6$
General answers:
$t = pi/6 + kpi$

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How do you find the values of $theta$ given $cottheta=sqrt3/3$ ?

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How do you find the values of $theta$ given $cottheta=sqrt3/3$ ?