In triangle ABC , the segments drawn from the vertices intersect at point cap g Segment FG measures 6 cm, and segment FC measures 18 cm. Which best explains whether point cap g can be the centroid?
Answer
A
Point cap g cannot be the centroid because ratio of 18 to 6 does not equal ratio of 2 to 1 .
B
Point cap g can be the centroid because ratio of 12 to 6 equals ratio of 2 to 1 .
C
Point cap g cannot be the centroid because FG should be longer than CG .
D
Point cap g can be the centroid because FC is longer than FG .