A parallelogram has vertices upper A, upper B, upper C, and upper D. Opposite vertices are connected via diagonal lines that intersect at an interior point labeled upper E.

Question

A parallelogram has vertices upper A, upper B, upper C, and upper D. Opposite vertices are connected via diagonal lines that intersect at an interior point labeled upper E. 
In parallelogram  ABCD , if the length of segment  BE  is 11 units, what is the length of segment  DE ?

(1 point)
Segment DE measures 
 units in length.

GPT-4o mini · Answer

In a parallelogram, the diagonals bisect each other. This means that when the diagonals AC and BD intersect at point E, each diagonal is divided into two equal segments.

Given that BE = 11 units, since E is the midpoint of diagonal BD, we can conclude that:

DE = BE = 11 units.

Therefore, the length of segment DE is also 11 units.