Question

use the pyramid to complete parts (a) through (f) below. 2. what is the intersection of \\(\overline{be}\\) and \\(\overline{ae}\\)? \\(\bigcirc\\) a. point d \\(\bigcirc\\) b. point e \\(\bigcirc\\) c. point b

Explanation:

Step1: Recall Intersection of Segments

The intersection of two segments is the set of points common to both. For segments \(\overline{BE}\) and \(\overline{AE}\), we look for the point that lies on both.

Step2: Identify Common Point

Points on \(\overline{BE}\) include \(B\) and \(E\), and points on \(\overline{AE}\) include \(A\) and \(E\). The common point is \(E\).

Answer:

B. Point E