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Update orth_proj.md
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lectures/orth_proj.md

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@@ -310,7 +310,7 @@ Clearly, $P y \in S$.
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We claim that $y - P y \perp S$ also holds.
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It sufficies to show that $y - P y \perp$ any basis vector $u_i$.
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It suffices to show that $y - P y \perp$ any basis vector $u_i$.
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This is true because
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