Question: Let $V=operatornamespan}left{left(begin{array}{1}1 11 1end{array} ight),left(begin{array}{c}-1 W11end{array} ight) ight}$ and $u=left(begin{array}{1}l 21end{array} ight)$. a. Find $operatorname{proj}_{v} u$. b. Find the angle between $V$ and $u$ (you

$Let $V=\operatornamespan}\left\{\left(\begin{array}{1}1 11 1\end{array} ight),\left(\begin{array}{c}-1 W11\end{array} ight) ight\}$ and $u=\left(\begin{array}{1}l 21\end{array}$

Let $V=\operatornamespan}\left\{\left(\begin{array}{1}1 11 1\end{array} ight),\left(\begin{array}{c}-1 W11\end{array} ight) ight\}$ and $u=\left(\begin{array}{1}l 21\end{array} ight)$. a. Find $\operatorname{proj}_{v} u$. b. Find the angle between $V$ and $u$ (you can give your result in terms of an inverse cosine). c. Find the distance from $u$ to $V$. d. Find $V^{\perp}$. CS.JG.090

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