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Let L be the line with the equation \(\dbinom{10}{3}+\dbinom{-2}{1}t\). Let v be a vector from the origin to a point on L. Find the minumum value of \(\|\mathbf{v}\|\).

 Jan 31, 2020
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Using projections and quadratic optimization, the minimum vaue is 3*sqrt(7).

 Jan 31, 2020

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