Solve for x tan(x)- square root of 3=0

Problem

tan(x)−√(,3)=0

Solution

1. Isolate the trigonometric function by adding √(,3) to both sides of the equation.

tan(x)=√(,3)

2. Identify the reference angle by determining which angle has a tangent value of √(,3)

x=π/3

3. Determine the general solution by accounting for the period of the tangent function, which is π

x=π/3+n*π

4. Specify that n represents any integer.

n∈ℤ

Final Answer

tan(x)−√(,3)=0⇒x=π/3+n*π,n∈ℤ

Want more problems? Check here!