Problems with the integral of the day | Mathematics | Page 1

rapid shadowBOT Sep 21, 2024, 3:09 AM

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fossil marsh Sep 21, 2024, 3:10 AM

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I reckon that the limit has to be taken for every n, that simplifies too quickly

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If you only take the limit of the n in the parenthesis, then you get a 2 out front and are left with 2^(1+x^(1/n)) which feels like it could eventually get to arctan(sqrt(x))

deft cape Sep 21, 2024, 3:12 AM

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how does a definite integral have a non-numerical answer 😕

feral vault Sep 21, 2024, 3:12 AM

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Imo any 1/n can goes to 0

fossil marsh Sep 21, 2024, 3:13 AM

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deft cape how does a definite integral have a non-numerical answer 😕

a surprisingly good point

deft cape Sep 21, 2024, 3:13 AM

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feral vault Imo any 1/n can goes to 0

indeterminate forms have entered the chat

feral vault Sep 21, 2024, 3:14 AM

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Idk what indeterminate forms is lol

fossil marsh Sep 21, 2024, 3:17 AM

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alright I looked at some of the historical integrals and this whole site seems kinda scuffed

feral vault Sep 21, 2024, 3:18 AM

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fossil marsh I reckon that the limit has to be taken for every n, that simplifies too quickly

Imo this is correct, any wrong with this approach

#Problems with the integral of the day