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Write down a vector equation of the line of action of F, given F = (4i − 7j − 4k)N acts at position vector rA = (3i + 4j − 6k)m.

Mathematics

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1. Force and Vectors

Given: Force F=(4i−7j−4k)N\mathbf{F} = (4\mathbf{i} - 7\mathbf{j} - 4\mathbf{k})\text{N} acts at position vector rA=(3i+4j−6k)m\mathbf{r}_A = (3\mathbf{i} + 4\mathbf{j} - 6\mathbf{k})\text{m}.

  • 1 (i) Write down a vector equation of the line of action of F.

Step 1: Identify a point on the line and the direction vector.
The line of action passes through the point where the force acts, $\mathbf{r}_A = 3\mathbf

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