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/sci/ - Science & Math

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10928047

Anonymous Thu Aug 29 12:00:27 2019 No.10928047 [Reply] [Original]

>first order differential equations
Is this the wall?

>>	Anonymous Thu Aug 29 12:24:13 2019 No.10928091 no.

>>	Anonymous Thu Aug 29 12:29:39 2019 No.10928099 >>10928047 >hitting the wall at DiffEq lmao, just numerically approximate.

>>	Anonymous Thu Aug 29 13:21:16 2019 No.10928169 >>10928047 >first order You what mate. You can't possibly be fucking serious.

>>	Anonymous Thu Aug 29 13:23:39 2019 No.10928178 No. They're fucking easy. Take this one for example. y'(x) = exp(y(x)/x) where y(1) = 0

>>	Anonymous Thu Aug 29 13:51:29 2019 No.10928262 >>10928169 solve this then [math]y' = e^{-x^2}[/math]

>>	Anonymous Thu Aug 29 13:54:17 2019 No.10928279 >>10928047 No. Hilbert spaces are

>>	Anonymous Thu Aug 29 14:10:53 2019 No.10928317 >>10928262 This is not solvable analytically

>>	Anonymous Thu Aug 29 14:12:12 2019 No.10928320 File: 54 KB, 750x709, 193ABB8A-56BD-46D7-A93F-2BC8040B5878.jpg [View same] [iqdb] [saucenao] [google] My diffy q professor just threw the book at us and told us to read it. Im fucked.

>>	Anonymous Thu Aug 29 14:16:09 2019 No.10928328 >>10928320 Use this differential equations george f simmons

>>	Anonymous Thu Aug 29 14:16:16 2019 No.10928329 >>10928320 you paid for this

>>	Anonymous Thu Aug 29 14:17:42 2019 No.10928332 >>10928328 Absolutely based recomendation

>>	Anonymous Thu Aug 29 15:03:55 2019 No.10928463 >>10928328 Reading math textbooks is ass though. Its not an actual human doing problems.

>>	Anonymous Thu Aug 29 15:05:39 2019 No.10928468 >>10928463 Chases and Escapes begs to disagree.