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Given \[\vec r=\vec a_1+\lambda\vec b_1\] and \[\vec r=\vec a_2+\mu\vec b_2\], what are \[\vec a_1\] and \[\vec a_2\]?

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Question

Given \[\vec r=\vec a_1+\lambda\vec b_1\] and \[\vec r=\vec a_2+\mu\vec b_2\], what are \[\vec a_1\] and \[\vec a_2\]?

Options

  • Direction vectors of the lines

  • Shortest-distance vectors of the lines

  • Position vectors of points on the lines

  • Parameters of the lines

MCQ
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Solution

In the vector equations of the two lines, \[\vec a_1\] and \[\vec a_2\] are position vectors of points on the lines. The parameters are \[\lambda\] and \[\mu\].

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