Question

The equation tan(x+ pi/3) is equal to

Answer 1

Explanation:

The answer is D. I just did it.

Answer 2

Option D.

Explanation:

We have to solve the trigonometric expression give below.

`tan(x+(\pi )/(3))`

`=(tanx+tan(\pi )/(3))/(1-tanx.tan(\pi )/(3))`

[Since
`tan(a+b)=(tana+tanb)/(1-tana.tanb)`]

Now we place the value of
`tan(\pi )/(3)=√(3)`

`=(tanx+√(3))/(1-tanx√(3))`

Therefore, option D. is the answer.