If tan x° = √3  and cos x° = 1/2, what is the value of sin x°?

We will use the concept of trigonometry in order to find the value of sin x°.

Answer: If tan x° = √3  and cos x° = 1/2, then the value of sin x° = √3/2

Let us see how we will use the concept of trigonometry in order to find the value of sin x°.

Explanation:

We all know that tan x° = sin x° / cos x°

After substituting the values in the formula we get 

√3 = sin x° / (1/2)

On transposing 1/2 on the left-hand side, we get the values of sin x° 

sin x° = (1/2) × √3

Hence, the value of sin x° = √3/2.