D is the midpoint of side BC of ΔABC. Point E lies on AC such that CE = AC/3. BE and AD intersect at G. What is AG/GD?

D is the midpoint of side BC of ΔABC. Point E lies on AC such that CE

1.	D is the midpoint of side BC of ΔABC. Point E lies on AC such that CE = AC/3. BE and AD intersect at G. What is AG/GD?
A.	3 : 1
B.	4 ∶ 1
C.	5 : 2
D.	8 : 3
Answer» C. 5 : 2

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D is the midpoint of side BC of ΔABC. Point E lies on AC such that CE = AC/3. BE and AD intersect at G. What is AG/GD?

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