Answer:
EF, ED, EG and EA
Step-by-step explanation:
We know that, a ray is a line segment having one end point and reaches infinity on the other side.
It is required to find rays having E as an end point.
So, we can see from the figure that,
EF, ED, EG and EA are the four rays having E as an end point.
EB is not a ray as it has two end point, which is not possible in a ray.
Hence, we have that four rays having E as end point are EF, ED, EG and EA.
