Sketch the Angle in Standard Position

The video tutorial explains how to sketch the angle π/4 by starting from the initial side and understanding the concept of π as a whole. It demonstrates how to divide the circle into parts using π/4, and how to rotate the ray to achieve the desired angle. The importance of counterclockwise rotation for positive angles is also highlighted.

What is the initial side when sketching an angle like π/4?

• The starting side of the angle

• The side adjacent to the angle

• The side that bisects the angle

• The side opposite to the angle

Why is π rewritten as 4π/4 when sketching π/4?

• To change the angle's direction

• To simplify the angle

• To divide the circle into equal parts

• To make calculations easier

What does 2π/4 represent in the context of dividing a circle?

• A quarter of the circle

• Half of the circle

• Three-quarters of the circle

• The entire circle

In which direction should the ray be rotated to achieve a positive angle?

• Clockwise

• Vertically

• Counterclockwise

• Horizontally

What is the measure of the angle when the ray is rotated to π/4 radians?

• 45 degrees

• 360 degrees

• 90 degrees

• 180 degrees