If three concurrent straight lines AD, BE and CF are drawn from the an – McqOptions

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1.	If three concurrent straight lines AD, BE and CF are drawn from the angular points of a triangle ΔABC to meet the opposite sides such that \(\dfrac{AF}{FB} = \dfrac{1}{2},\ \dfrac{BD}{DC} = \dfrac{2}{3}\), then by applying Ceva's theorem, \(\dfrac{EA}{EC}\) is equal to:
A.	1/3
B.	3/2
C.	2/3
D.	1
Answer» B. 3/2

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