Respuesta :
Given tan(x)=25
we need to find tan(π-x)=cot(x) = 1/tan(x) = 1/25
Answer: tan(π-x)=1/25.
we need to find tan(π-x)=cot(x) = 1/tan(x) = 1/25
Answer: tan(π-x)=1/25.
We are given that tanx = 25.
We are also given tan(π−x).
Apply distributive rule to
tan(π−x).
tanπ − tanx
Take it from here knowing that tanx has been given to be 25.
We are also given tan(π−x).
Apply distributive rule to
tan(π−x).
tanπ − tanx
Take it from here knowing that tanx has been given to be 25.