Angle Construction

The video tutorial explains how to construct a congruent angle using a straight edge and compass. It outlines the steps to draw rays and arcs, measure intersections, and verify congruency. An example is provided to construct angle U congruent to angle T, demonstrating the process and ensuring accuracy through measurement.

What is the first step in constructing a congruent angle?

• Draw a circle

• Label the intersection points

• Draw a ray

• Measure the original angle

Where should the compass point be placed to draw an arc on the congruent angle?

• On the congruent angle vertex

• On the midpoint of the ray

• On the original angle vertex

• On the intersection of the arcs

What should be done after drawing the arc on the congruent angle?

• Label the intersection points

• Draw a line through the arc

• Change the compass setting

• Erase the original arc

How do you ensure the arcs are congruent between the original and the new angle?

• By using a ruler

• By using the same compass setting

• By measuring with a protractor

• By drawing a larger arc

What is the final step in constructing a congruent angle?

• Connect the vertex to the arc intersection

• Draw a circle around the angle

• Erase the construction lines

• Measure the angle with a protractor