Sketching a negative angle in standard position

The video tutorial explains how to sketch an angle in standard position, focusing on negative angles. It begins by introducing the concept of initial and terminal sides, and the positive and negative directions of rotation. The tutorial then addresses the challenge of dividing a circle into twelfths to represent the angle -5π/12. The instructor uses a step-by-step approach to break the circle into parts, demonstrating how to rotate the angle to the correct position. The video concludes with a visual representation of the angle in standard position.

What are the two sides called when sketching an angle in standard position?

• Initial side and final side

• Initial side and terminal side

• Starting side and ending side

• Primary side and secondary side

In which direction do you rotate an angle if it is negative?

• Downwards

• Upwards

• Counterclockwise

• Clockwise

How is the circle divided to represent the angle -5π/12?

• Into halves

• Into twelfths

• Into tenths

• Into quarters

What is the first step in breaking the circle into twelfths?

• Divide into sixths

• Divide into thirds

• Divide into quarters

• Divide into halves

Where is the angle -5π/12 located after sketching?

• At the positive x-axis

• At the initial side

• At the terminal side

• At the negative y-axis