Introduction to Position Vectors in a Cartesian Plane

Introduction to Position Vectors in a Cartesian Plane

Secondary 4

Write down the position vector of \(P(3, -5)\) and of \(Q(5, 1)\). Then express \(\overrightarrow{PQ}\) as a column vector.

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Answer:OP = (3, -5)^T, OQ = (5, 1)^T, and PQ = (2, 6)^T.

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