How to graph a negative radian angle in terms of 6ths

The video tutorial explains the concept of pi and its division into six parts, emphasizing the direction indicated by negative values. It further explores the calculation of the angle Theta and its reference angle, Theta prime, using pi. The tutorial concludes with a brief discussion on the significance of Theta prime.

What does the negative sign indicate when discussing angles in a circle?

• The angle is in the positive direction.

• The angle is exactly π.

• The angle is in the negative direction.

• The angle is larger than π.

How is the angle 7π/6 positioned in relation to the X-axis?

• It is exactly halfway around the circle.

• It is slightly more than halfway around the circle.

• It is less than halfway around the circle.

• It is exactly on the X-axis.

What is the reference angle Theta prime for an angle of 7π/6?

• π

• π/6

• π/2

• π/3

What is the significance of Theta prime in angle calculations?

• It is the acute angle between the X-axis and the terminal side.

• It is the angle that completes a full circle.

• It is the full angle around the circle.

• It is the angle that is exactly π.

If halfway around a circle is 6π, what does 7π/6 represent?

• An angle exactly 6π.

• An angle that is a full circle.

• An angle more than 6π.

• An angle less than 6π.