Sketch the Graph in Standard Position when Over 2PI

The video tutorial explains how to calculate and visualize angles in radians, specifically focusing on the concept of 11π/4. It covers counting π/4 increments around a circle, understanding the role of denominators in fractions, and visualizing angles as spirals. The tutorial emphasizes the importance of showing the starting and ending points of angles on a circle, and concludes with a demonstration of how to represent angles over 3/2π or 360 degrees.

What is the angle 11π/4 equivalent to in terms of full circles?

• 3 full circles

• 1 full circle and 1/4

• 2 full circles

• 1 full circle and 3π/4

Why do we rewrite angles with a common denominator?

• To confuse students

• To make the angle larger

• To make calculations easier

• To change the angle's value

How many fourths make up a full circle?

• 2 fourths

• 4 fourths

• 6 fourths

• 8 fourths

What is the purpose of showing a spiral when representing angles?

• To demonstrate the angle's path around the circle

• To show the angle's size

• To make the diagram look pretty

• To indicate the angle's direction

Where should you indicate the starting and ending points of an angle?

• At the center of the circle

• At the terminal side

• At the initial side

• At the top of the circle