Question

Geometry or algebra 2 thanks so much its asking for cot

Answer 1

Answer: We have to evaluate the cotangent for the given x and y coordinate points:

`\begin{gathered} (x,y)=((√(3))/(4),-(√(13))/(4)) \\ \\ x=(√(3))/(4) \\ \\ y=-(√(13))/(4) \end{gathered}`

The value of the cot function is:

`\begin{gathered} cot(\theta)=(x)/(y) \\ \\ \therefore\rightarrow \\ \\ =(√(3))/(4)/-(√(13))/(4)=-(√(3))/(√(13))=-\sqrt{(3)/(13)} \\ \\ =-\sqrt{(3)/(13)} \end{gathered}`