Math 131 102616 Monotone Sequences; lim sup and lim inf

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Monotonic sequence theorem. Lim sup and lim inf: definition (in terms of subsequences); set of subsequential limits is closed; characterization of lim sup; convergence of common sequences (proved using binomial theorem)
  1. Winston Ou
  2. monotonic sequence
  3. increasing
  4. decreasing
  5. monotonic sequence theorem
  6. limit superior
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I am honestly confused as to why anyone would dislike this video.

greenwin
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You are the fucking man Winston, these videos are so helpful :D

siddarthchalla
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how to show that for a monotone sequence of sets, the limit always exists? please help

jenevavergara
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Can anyone please help...To prove that the lim sup of a sequence is in E (the set of all sub-sequential limits), can we just say that the lim sup is the supremum of E, thus it is a limit point of E. And because E is shown to be closed, E contains all of its limit points, and thus the lim sup must be in E.

tigerx
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Where can i find the mid term exam paper?

zaraal-ghnai