∫ 1/x = ln(x) at first seems "break the pattern" of integrals of the form ∫xⁿ dx • However plotting the various ∫xⁿ for different 𝑛 makes it hard to imagine it being anything differentpic.twitter.com/qQaYVeAsfy
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Just used mathematics
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I’m trying to plot it in
@geogebra , but I can’t by the moment...
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Try this in the CAS View Sequence(Integral(t^n,1,x),n,-1,1,0.1) https://www.geogebra.org/classic#cas (click on the "marble" to plot)
@sangwinc has a nice way to show it's not an anomaly but I can't quite remember it right nowpic.twitter.com/hNn18IhnlA
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Hm, can you help me understand why the lower limit has to be 1 rather than say 0? I can see that 1 happens to make the formula "work", but I don't see intuitively *why* this happens to be the case. Also, check out this animation I made :)pic.twitter.com/JjhViWCyvw
Thanks. Twitter will use this to make your timeline better. UndoUndo
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