Sketch the Angle in Standard Position

The video tutorial explains how to sketch an angle larger than 360 degrees, specifically a 700-degree angle. It covers the concept of angle rotation, starting from the initial position and moving in a positive direction. The tutorial demonstrates how to calculate the angle by adding degrees in increments of 180 and 360, and then adjusting for the final 700-degree mark. The instructor provides a visual representation and explains the process of sketching the angle accurately.

What is the significance of the positive direction when sketching angles?

• It means the angle is increasing.

• It shows the angle is moving clockwise.

• It indicates the angle is decreasing.

• It suggests the angle is moving counterclockwise.

How many degrees is one full revolution?

• 360 degrees

• 540 degrees

• 180 degrees

• 720 degrees

If an angle measures 700 degrees, how many degrees must be subtracted from 720 to find it?

• 80 degrees

• 60 degrees

• 40 degrees

• 20 degrees

What is the angle's position relative to the y-axis when it is 700 degrees?

• 60 degrees short of the y-axis

• 30 degrees past the y-axis

• 60 degrees past the y-axis

• 30 degrees short of the y-axis

How does the angle of 700 degrees relate to a second revolution?

• It completes exactly two revolutions.

• It stops 60 degrees short of a second revolution.

• It is exactly one and a half revolutions.

• It exceeds two revolutions by 60 degrees.