How can I prove that dy/dx = x^3 + x is equal to y = x^4/4 + x^2/2 + C using SageMath?
I'm interested in merging SageMath and LaTeX together in some way to help with my note-taking skills for college coming up. Thanks!
Combining SageMath with LaTeX can be done with:
You could also have a look into TeXmacs and its SageMath package.
To solve the differential equation:
sage: y = function('y')(x)
sage: de = diff(y, x) == x^3 + x
sage: desolve(de, y)
1/4*x^4 + 1/2*x^2 + _C
Asked: 2022-01-08 02:41:57 +0100
Seen: 213 times
Last updated: Jan 09 '22
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