Orthogonal Projection onto Plane 1 point possible (graded) Find an expression for the orthogonal projection of a point $v$ onto a plane $\mathcal{P}$ that is characterized by $\theta$ and $\theta_{0}$. Write your answer in terms of $v, \theta$ and $\theta_{0}$. (Enter theta_0 for the offset $\theta_{0}$. Enter norm(theta) for the norm $\|\theta\|$ of a vector $\theta$. Use * to denote the dot product of two vectors, e.g. enter $\mathbf{v}^{*} \mathbf{w}$ for the dot product $v \cdot w$ of the vectors $v$ and $w$.

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