Understanding Angles in Standard Position

The video tutorial explains how to determine angles in standard position, focusing on positive and negative angles. It describes the initial side along the positive x-axis and how counterclockwise rotation results in positive angles, while clockwise rotation results in negative angles. The tutorial provides examples of angles in different quadrants, illustrating how to calculate angles based on their rotation direction.

What is the initial side of an angle in standard position?

• Along the positive y-axis

• Along the positive x-axis

• Along the negative y-axis

• Along the negative x-axis

How is a positive angle formed in standard position?

• By rotating vertically

• By rotating clockwise

• By rotating horizontally

• By rotating counterclockwise

What is the angle measure for a complete counterclockwise rotation?

• 90 degrees

• 180 degrees

• 360 degrees

• 270 degrees

If an angle is in the second quadrant and rotates counterclockwise, what is its measure?

• 90 degrees

• 300 degrees

• 225 degrees

• 150 degrees

What is the angle measure for a counterclockwise rotation to the third quadrant?

• 90 degrees

• 180 degrees

• 225 degrees

• 270 degrees

In which quadrant is a 300-degree counterclockwise angle located?

• First quadrant

• Fourth quadrant

• Third quadrant

• Second quadrant

How is a negative angle formed in standard position?

• By rotating counterclockwise

• By rotating clockwise

• By rotating vertically

• By rotating horizontally

What is the angle measure for a complete clockwise rotation?

• -180 degrees

• -270 degrees

• -360 degrees

• -90 degrees

If an angle is in the fourth quadrant and rotates clockwise, what is its measure?

• -30 degrees

• -60 degrees

• -90 degrees

• -45 degrees

What is the angle measure for a clockwise rotation to the third quadrant?

• -135 degrees

• -225 degrees

• -300 degrees

• -90 degrees