Let x be a non zero vector in R^n. Let S be the set of all vectors orthogonal to x
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Let x be a non zero vector in R^n. Let S be the set of all vectors orthogonal to x

[From: ] [author: ] [Date: 12-09-28] [Hit: ]
-Yep. Can you prove it?......
What is the interior of S and the boundary of S? I'm not asking for the answer. If anyone could just give me a hint or point me in the right direction it would be much appreciated. My best guess is that S has no interior points and S and the boundary of S are the same thing. Am I correct?

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Yep. Can you prove it?
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