How do you find the values of $θ$ $theta$ given $cot θ = 1$ $cottheta=1$ ?

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Answer 1 · 2018-01-17T04:47:29

$θ = n π + (\frac{π}{4})$ $theta=npi+(pi/4)$ where $nrarrZZ$

Here, $cottheta=1$

$rarr tantheta=1$

$rarr tantheta=tan(pi/4)$

$rarr theta=npi+(pi/4)$ where $nrarrZZ$

How do you find the values of thetaθtheta given cottheta=1cotθ=1cottheta=1?