#Continuity of partial derivatives

1 messages · Page 1 of 1 (latest)

keen harbor
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What sense does this make? How can this turn into 0????

floral skiffBOT
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keen harbor
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chat gpt is just being a fuckass

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right?

pine schooner
keen harbor
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yup

pine schooner
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Maybe chatgpt meant that f(0,t)=0 for all t thus the limit is 0 for t approaching 0, but the limit of f(x,x) is 1/4 for x approaching thus we must have 1/4=0 if f were continuous, which is absurd

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Chatgpt said it in a really bad way but maybe that’s what is meant

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It’s probably a dimwit

modern pulsar
pine schooner
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Chatgpt is ass at math

keen harbor
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thats what i suspect, but goddamn all the step by step alternatives cost money

modern pulsar
modern pulsar
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That is, not 1/4.

pine schooner
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Maybe not I never used chatgpt for math i just know it’s bad at math from what I heard

keen harbor
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if you get it the right answers it can work

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its better than learning shit just by reading pdfs of how to do math

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but anything is

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and if you dont have solutions, it is not to be trusted

modern pulsar
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Assuming you want to find $\lim_{(x, y) \to (0, 0)}\frac{\sin(x^2y^2)}{(x^2 + y^2)^2}$

mild snowBOT
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Techie Literate

modern pulsar
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It's a neural network that reads billions of words of text, measures how often certain words come after certain other words, then just spits out the most common sequence of words.

sharp light
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Oh, wait... Ah, man. The comments didn't load again until I wrote something...

keen harbor
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that sucks

sharp light
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Very weird that it keeps happening lately.

keen harbor
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updates are more trouble than they are worth sometimes

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ah well, solved

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+close