To bisect the given angle ABC, the next step to follow is that of option C. Mark point E where the circle intersects with segment BC.
Bisection of an angle implies dividing the angle into two equal parts by construction.
Considering the given question, the following steps should be taken to conclude the bisection of angle ABC:
i. Locate a point E where segment BC and the circle meets.
ii. With point E and any radius, describe an arc outside of angle ABC.
iii. Repeat the same now with point D with the same radius as (ii).
iv. The two arcs drawn would intersect at a point F.
v. Join F and B by a straight line.
Thus angle ABC would have been divided into two equal parts (bisected).
So that the next step required is option C. Mark point E where the circle intersects with segment BC.
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