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2026.08.17 16:00

102/1000, how to write an integral as a limit of a Riemann sum

  • bprp calculus b… 오래 전 2026.08.17 16:00 인기
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    @marksandsmith6…  오래 전

    We know he can explain this properly therefore it must be the time restriction that makes it so difficult to understand

    2026-08-17 19:43

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    @K2MusicKSquare  오래 전

    The i is not imaginary number, right? This is the first time I see something like this so the i kinda confused me...

    2026-08-17 18:34

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    @HolgerNeumann-…  오래 전

    the parameter called
    'i'  confuses me

    2026-08-17 18:20

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    @vikramrawat526…  오래 전

    Day 102

    2026-08-17 18:02

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    @rohangt1  오래 전

    One more thing I found interesting is that ∫(1/x)dx from 1 to some constant 'a' is ln(a)

    2026-08-17 17:51

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    @major__kong  오래 전

    But "i" don't like to be on the bottom :-)

    2026-08-17 17:35

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    @TannuBhardwaj-…  오래 전

    Day 102?

    2026-08-17 16:44

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    @sanjaybhartiy6…  오래 전

    Now show how to solve this limit

    2026-08-17 16:35

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    @Hussain-px3fc  오래 전

    Day 102/1000 ?

    2026-08-17 16:14

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    @gustavosoares4…  오래 전

    Does this have any application? Couldn't think of why or how either this or the last one would be useful.

    2026-08-18 00:59

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    @edwardcs1285  오래 전

    Figuring out that function in the summation still confuses me.

    2026-08-18 20:29

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    @wannabeactuary…  오래 전

    super explanation

    2026-08-18 14:37