Answer:
Draw the circle with center at point A with radius CB
Step-by-step explanation:
Given segment AB. Eric draws the circle with center at point B with radius BC.
The next step is to <u>draw the circle with center at point A with radius CB</u>.
These two circles intersect at points C and D. Triangle ABC is isosceles triangle because AC = BC as radii of two congruent circles. CD is a chord perpendicular to the segment AB, so CD is a median as well (AB is the base).
Thus, CD bisects segment AB.