During construction, a circle can be represented by an arc having the radius of the circle
Erik's next step is the option;
Draw a circle with the center A and radius equal to CB
The reason the above option is correct is as follows:
From the given diagram, we have;
The segment in the diagram = Segment AB
The radius of the circle with center at B = CB
The required parameter;
Erik's next step
Method:
The steps for constructing an angle bisector is to be outlined
The steps to construct a segment bisector are;
- Place the compass at one end of the segment and draw a circle with radius R larger than half the length of the segment
- Place the compass at the second end of the segment and with the same radius R, draw a second circle that intersects the first circle at two points, above and below the line
- Draw a line connecting the point of intersection of the two circles to form the perpendicular bisector of the segment
Therefore, Erik's next step is to draw a second circle from the other end of the segment AB which is point A, with the same radius of the first circle CB
The correct option is; Draw a circle with the center A and radius equal to CB
Learn more about the steps to construct a segment bisector here:
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