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Vectors Proof Questions

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Question 4
OA⃗=6a \vec{OA} = 6\mathbf{a} OA=6a OB⃗=3b \vec{OB} = 3\mathbf{b} OB=3b

C C\,C is the point on OA OA\,OA such that OC:CA=5:1OC:CA = 5:1OC:CA=5:1 D D\,D is the point on the line AB AB\,AB such that AD:DB=1:2AD:DB = 1:2AD:DB=1:2 The line OB OB\,OB is extended to point E E\,E Given that CCC, D D\,D and E E\,E are on the same straight line

Find BE⃗\vec{BE}BE.

[5]

Vectors Proof Questions Questions

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