How to draw a triangle using a central angle with a point not on the unit circle

The video tutorial explains how to draw central angles using given points not on the unit circle. It covers creating triangles by making one side perpendicular to the horizontal axis and using the origin as a reference. The tutorial provides examples of constructing triangles with given points, emphasizing the importance of identifying the adjacent, opposite, and hypotenuse sides. The video concludes with a summary of how to determine triangles for further mathematical functions.

What is the main challenge when dealing with points not on the unit circle?

• Locating the origin

• Finding the unit circle

• Creating a triangle

• Identifying the central angle

What is the role of the central angle, Theta, in the triangle?

• It is the angle at the adjacent side

• It is the angle at the terminal side

• It is the angle at the origin

• It is always the hypotenuse

How is a triangle formed when given a point in Cartesian coordinates?

• By drawing a line parallel to the X-axis

• By drawing a circle around the point

• By creating a perpendicular line to the horizontal axis

• By connecting the point to the origin

In the examples provided, what is always created to form a triangle?

• A perpendicular line

• A horizontal line

• A diagonal line

• A parallel line

What is the final step in determining the triangle for completing functions?

• Calculating the area

• Identifying the central angle

• Drawing the hypotenuse

• Creating a perpendicular line