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# Given are (1) a plane through $(2,0,-1)$ and perpendicular to $\left[\begin{array}{r}-1 \\ 1 \\ 3\end{array}\right]$ and ( 2 ) a line through the points $(1,0,-2)$ ...

## Question

###### Given are (1) a plane through $(2,0,-1)$ and perpendicular to $\left[\begin{array}{r}-1 \\ 1 \\ 3\end{array}\right]$ and ( 2 ) a line through the points $(1,0,-2)$ and $(-1,-1,1)$. Where do the plane and the line intersect?

Given are (1) a plane through $(2,0,-1)$ and perpendicular to $\left[\begin{array}{r}-1 \\ 1 \\ 3\end{array}\right]$ and ( 2 ) a line through the points $(1,0,-2)$ and $(-1,-1,1)$. Where do the plane and the line intersect? #### Similar Solved Questions

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Question 1 (10 points) Consider the matrices: A = % B= [9 % c= [? & *= [] points) Determnine D 80 that A + B = 24- B +D ((3 points) Solve for * in the linear" system given by C '* = points) Evaluate (A. B) and (B.A) * Are these expressions the same? Show all your' work!...
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