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Vectors Proof Questions

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Question 2

A vector diagram shows a triangle OJKOJKOJK.

OJ⃗=5j \vec{OJ} = 5\mathbf{j} OJ=5j OK⃗=2k \vec{OK} = 2\mathbf{k} OK=2k

L L\,L is the point on JK JK\,JK such that JL:LK=1:4JL:LK = 1:4JL:LK=1:4

OL⃗=n(10j+k) \vec{OL} = n(10\mathbf{j} + \mathbf{k}) OL=n(10j+k)

Find the value of nnn.

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Vectors Proof Questions Questions

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