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Vectors Proof Questions

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Question 9
OX⃗=12a \vec{OX} = 12\mathbf{a} OX=12a OY⃗=4b \vec{OY} = 4\mathbf{b} OY=4b

W W\,W is the point on OX OX\,OX such that OW:WX=3:1OW:WX = 3:1OW:WX=3:1 Z Z\,Z is the point on the line XY XY\,XY such that XZ:ZY=1:2XZ:ZY = 1:2XZ:ZY=1:2 The line OY OY\,OY is extended to point V V\,V Given that WWW, Z Z\,Z and V V\,V are on the same straight line

Find YV⃗\vec{YV}YV.

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Vectors Proof Questions Questions

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