Angle Bisection and Pie Sharing

Why is it important to use a straightedge and compass when attempting to bisect an angle?

• To ensure the angle is divided into three equal parts

• To draw perfect circles

• To measure the angle precisely

• To accurately divide the angle into two equal parts

What is the first step in bisecting an angle using a compass?

• Open the compass to a random width

• Draw a circle centered at the angle's tip

• Draw a line connecting the angle's arms

• Measure the angle with a protractor

After drawing a circle centered at the angle's tip, what should be done next?

• Measure the distance between the intersection points

• Connect the points where the circle intersects the angle's arms

• Erase the circle to avoid confusion

• Draw another circle with a different center

In the final section, what is emphasized to make the angle bisector more clear?

• Measuring the angle with a protractor

• Using a different color for the bisector

• Drawing extra circles and lines more softly

• Using a ruler instead of a compass

What is the purpose of drawing additional circles and lines softly in the final section?

• To practice drawing circles

• To create a decorative pattern

• To confuse the viewer

• To make the original angle and its bisector more visible