If D, E, F are respectively the mid-points of AB, AC and BC respectively in a ` Delta ABC, " then " vec (BE) + vec(AF) =`

If D, E, F are respectivley the mid points of AB, AC and BC respectively in a triangle ABC, then vec BE + vec AF =

If D, E and F are respectively, the mid-points of AB, AC and BC in DeltaABC , then BE + AF is equal to

If D, E and F are respectively, the mid-points of AB, AC and BC in DeltaABC , then BE + AF is equal to

If D, E and F are respectively, the mid-points of AB, AC and BC in DeltaABC , then BE + AF is equal to

If D, E and F are respectively, the mid-points of AB, AC and BC in DeltaABC , then BE + AF is equal to

If D, E and F are respectively the mid-points of AB, AC and BC in DeltaABC then bar(BE)+bar(AF)=

If D,E and F are respectively,the mid-points of AB,AC and BC in Delta ABC, then BE+AF is equal to

If D,E and F and are respectively the mid points of AB,AC and BC in /_\ABC, then vec(BE)+vec(AF)= (A) vec(DC) (B) 1/2vec(BF) (C) 2vec(BF) (D) 3/2vec(BF)