Question

What is `(sectheta)/6` in terms of `cottheta`?

Answer 1

`=+-1/6*sqrt(1+1/cot^2theta)`

Explanation:

`(sectheta)/6=+-1/6*sqrt(1+tan^2theta)`

`=+-1/6*sqrt(1+1/cot^2theta)`

`sectheta` can be negative or positive. For angles in quadrants I and IV it is positive but for quadrants II and III ,it is negative.