Question

point f lies on eg and point m lies on en. If f, e and m are collinear, what must be true of these rays?

Answer 1

All of the rays indicated coincide. The points lie on the same line or ray. For explanation, please refer to the attachment.

Answer 2

Point f lies on ray eg.

Point m lies on ray en.

It is also given that, f, e and m are collinear.

The two rays eg and en are opposite rays having only one point of intersection that is at point e.

All the points,g,f,e,m and n are collinear.