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solve the intial value problem t du/dt = t^2 +3u t>0
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rearrange it first, you might want to use an integration factor too. But for sure, you want to get it into standard form first.
\[u'-\frac{ 3 }{ t }u=t\] So it is linear, it only requires in integration factor.
you can first solve\[\frac{ du }{ dt }=3u\],then you can change the constant into a function about t
or maybe you can try Matlab ,or Mathematics,or Maple sofware to solve this problem
@Freebird12, do you know about integration factors and such?
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