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Vectors Proof Questions

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Question 6

A diagram shows a triangle OABOABOAB.

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

P P\,P is the point on AB AB\,AB such that AP:PB=2:3AP:PB = 2:3AP:PB=2:3

OP⃗=k(9a+8b) \vec{OP} = k(9\mathbf{a} + 8\mathbf{b}) OP=k(9a+8b)

Find the value of kkk.

[4]

Vectors Proof Questions Questions

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