Construct an angle congruent to the given angle. paki sa gutan nga guys

1. Review your original angle. The task for this construction is to copy, or transfer, some given angle, using the rules of mathematical construction. Begin with your sample angle on a sheet of paper. You also need to have a blank space to draw the congruent angle.

For ease of reference, refer to the original angle as Angle ABC. Point B is the vertex of the angle.

An angle is made up of two rays that join at the vertex. This angle is comprised of Ray BA and Ray BC.

2.Get a compass. The first tool that you need for constructing a congruent angle is a compass. Compasses come in a variety of styles. Some very inexpensive ones have a simple slot for you to insert a pencil. Some more expensive and accurate compasses have a variety of lead or ink inserts that may be interchangeable. For a simple task like copying an angle, you can use just about any compass that you have available.

3.Find any straightedge. The second tool you need is a straight edge. In fact, for the most genuine constructions, you should avoid using a ruler. According to the true sense of geometric construction, you should not rely on measurements. Therefore, you can use anything with a rigid straight edge.[1]

4.Use a pencil, pen or other marking tool. The pencil in your compass will be used to mark certain lengths, but you will also need a pencil, pen or marker for drawing straight lines.[2]