Consider the following triangle.
A
C
G
L
E
PG, UL, and EA are all medians of triangle ALG, and C is the
centroid. Which of the following statements IS NOT true?

A. PG, UL, and EA are concurrent at C.

B. If PG = 3 cm, then CG = 2 cm.

C. If CE 0.75 cm, then AC = 2.5 cm.

D. If CL5 cm, then UC = 2.5 cm.



Answer :

Answer:

The statement that is NOT true is:

D. If CL = 5 cm, then UC = 2.5 cm.

Explanation:

In a triangle, the centroid divides each median into two segments, with the segment closer to the midpoint of the opposite side being twice as long as the segment closer to the vertex.

Therefore, if CL = 5 cm, then UL = 2.5 cm, not UC.