Exit Ticket - Co - terminal Angles

What is the coterminal angle of 240°?

• 600°

• -120°

• 480°

• 300°

What is the range of angles for Quadrant II?

• 0° to 90°

• 90° to 180°

• 180° to 270°

• 270° to 360°

How do you find a negative coterminal angle for a given angle?

• Add 360° to the given angle until the result is positive.

• Subtract 180° from the given angle until the result is negative.

• Subtract 360° from the given angle until the result is negative.

• Multiply the given angle by -1.

What is the significance of coterminal angles in trigonometry?

• Coterminal angles are significant because they have different sine, cosine, and tangent values.

• Coterminal angles are significant because they are always acute angles.

• Coterminal angles are significant in trigonometry because they have the same sine, cosine, and tangent values.

• Coterminal angles are significant because they can only be found in the unit circle.

If an angle is 450°, what is its coterminal angle?

• 90°

• 180°

• 360°

• 450°

In which quadrant is -285° located?

• Quadrant I

• Quadrant II

• Quadrant III

• Quadrant IV

What is the range of angles for Quadrant I?

• 0° to 90°

• 90° to 180°

• 180° to 270°

• 270° to 360°

What is the coterminal angle of -180°?

• 90°

• 180°

• 270°

• 360°

What is the coterminal angle of 45°?

• 360°

• 405°

• 90°

• 180°

What is the range of angles for Quadrant IV?

• 0° to 90°

• 90° to 180°

• 180° to 270°

• 270° to 360°