which rays are part of line be?\no $overrightarrow{ac}$ and $overrightarrow{ae}$\no $overrightarrow{ab}$ and…

which rays are part of line be?\no $overrightarrow{ac}$ and $overrightarrow{ae}$\no $overrightarrow{ab}$ and $overrightarrow{ae}$\no $overrightarrow{ac}$ and $overrightarrow{ab}$\no $overrightarrow{ab}$ and $overrightarrow{af}$

which rays are part of line be?\no $overrightarrow{ac}$ and $overrightarrow{ae}$\no $overrightarrow{ab}$ and $overrightarrow{ae}$\no $overrightarrow{ac}$ and $overrightarrow{ab}$\no $overrightarrow{ab}$ and $overrightarrow{af}$

Answer

Explanation:

Step1: Recall ray and line definitions

A line extends infinitely in both directions. A ray has one - endpoint and extends infinitely in one direction. A line can be thought of as composed of two opposite - directed rays with a common endpoint.

Step2: Identify rays on line BE

Line BE has endpoint B and extends through E infinitely. The rays that are part of line BE are $\overrightarrow{AB}$ and $\overrightarrow{AE}$ because they share the common point A on the line BE and extend in different directions along the line.

Answer:

B. $\overrightarrow{AB}$ and $\overrightarrow{AE}$