How to solve a trig equation with tangent on both sides

The video tutorial explains how to solve equations involving trigonometric functions, specifically focusing on tangent. It begins with an introduction to solving equations and emphasizes the importance of getting variables on the same side. The tutorial then demonstrates factoring and using the zero product property to solve equations. It further explores solving for tangent of X using the unit circle and applying restrictions to find final solutions within a specified range.

What is the first step in solving for tangent X in the given problem?

Explain the significance of the zero product property in the context of this problem.

What values of X make tangent equal to zero according to the unit circle?

Discuss the restrictions mentioned in the problem regarding the values of X.

What is the process to rationalize the expression for tangent of X?

How do you determine the coordinates that give you radical 3 / 3?

What is the final answer for X in the given problem?