To determine which rays are part of line BE, we need to understand the concept of lines and rays in geometry.
A line is a straight one-dimensional figure that extends infinitely in both directions. It is defined by any two points that lie on it. In this case, line BE has points B and E which extend infinitely.
A ray is a part of a line that starts at a point and extends infinitely in one direction. A ray is named starting with its endpoint followed by another point on the line.
For the line BE:
Ray BE is part of line BE because it starts at point B and passes through point E, extending indefinitely beyond E.
Ray EB is also part of line BE because it starts at point E and passes through point B, extending indefinitely beyond B.
Based on the options provided:
Ray A C and Ray A E are not mentioned as relevant to line BE.
Ray A C and Ray A B are not related because they do not cite the endpoints B or E starting the rays.
Ray A B and Ray A F do not start at point B or E and therefore do not include any rays from line BE.
Thus, based on the choices, none seem to correctly identify the rays as part of line BE. The correct rays would primarily be Ray BE and Ray EB for line BE.