Evaluate the composition of trigonometric functions not on the unit circle

The video tutorial explores the composition of functions, focusing on the sine inverse of a value not on the unit circle. It explains the creation and purpose of the unit circle, emphasizing its role in simplifying trigonometric evaluations. The tutorial demonstrates how to evaluate the sine inverse, draw relevant triangles, and determine the tangent of an angle. It also covers the process of rationalizing the denominator in trigonometric calculations.

What is the primary reason for using the unit circle in trigonometry?

• To simplify calculations and understanding

• To make triangles more complex

• To avoid using angles

• To eliminate the need for functions

Which quadrants are considered when dealing with sine inverse?

• 1st and 2nd

• 3rd and 4th

• 2nd and 3rd

• 1st and 4th

What is the first step in solving a trigonometric problem involving a triangle?

• Calculate the tangent

• Draw the triangle

• Rationalize the denominator

• Find the hypotenuse

How do you find the missing side in a right triangle problem?

• Guess the length

• Use the Pythagorean theorem

• Use the sine rule

• Measure it directly

What is the result of rationalizing the denominator in the given problem?

• A whole number

• A simplified fraction

• A complex number

• An irrational number