Using sum of two angles to evaluate an angle in radians for tangent, tan

The video tutorial explains how to solve a tangent problem using the tangent formula. It covers the importance of understanding the unit circle, plugging in values, simplifying fractions, and rationalizing the denominator. The tutorial emphasizes the need to avoid mistakes by carefully following each step, ultimately leading to the final solution of the problem.

What is the tangent formula used when evaluating the tangent of a sum of angles?

How do you evaluate the tangent of 11π / 12 using the tangent of 3π / 4 and π / 6?

What are the coordinates of the point corresponding to π / 6 on the unit circle?

Explain how to find the tangent of an angle in the second quadrant.

Describe the steps involved in applying the distributive property to simplify tangent expressions.

What is the process to rationalize the denominator when evaluating tangent expressions?

What is the final solution when evaluating the expression involving tangent of 3π / 4 and π / 6?