auto-update(nvim): 2025-01-18 15:18:01
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@ -25,7 +25,7 @@ competition mathematics or proofs. If you are at UCSB, I highly recommend you
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take this course as soon as possible to unlock the rest of the higher
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mathematics offerings here (which are much more interesting).
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= Course Logistics
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= Course logistics
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Everything in this section is information only valid for the Winter 2025 quarter with Professor Porter.
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@ -457,7 +457,7 @@ $ exists x in U, P(x) $
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We want $1/n < 0.02$, so the idea is to play around with this statement. Taking reciprocals,
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$ n > 50 $
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#proof[
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Let $N = 50$. Then $n in NN$ and $n > N = 50$,
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Let $N = 50$. Then $forall n in NN$ and $n > N$,
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$ 1 / n < 1 / 50 = 0.02 $
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]
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]
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