(Step-by-Step) The line with direction vector v passing through the point P has the equation r(t)=P+tv . Let Q be any point not on the line. Show that the
Question: The line with direction vector v passing through the point P has the equation \(r\left( t \right)=P+tv\) . Let Q be any point not on the line. Show that the distance between the point and the line is given by
\(d=\frac{||v\times PQ||}{||v||}\)
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