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ODE's
10-16-2014, 07:55 AM (This post was last modified: 10-16-2014 07:55 AM by parisse.)
Post: #4
RE: ODE's
P.S.: most of the time you can not express parametric solutions of an homogeneous equation explicitly (i.e. y in terms of x with usual functions).
Here you can, indeed (using Xcas notations)
Y:=desolve(x^2*y'-3*x*y-2y^2=0);
[t]:=solve(Y[1,0]=x,` t`);
normal(t*x); returns x^3/(c_0^2-x^2)
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Messages In This Thread
ODE's - lrdheat - 10-15-2014, 08:06 PM
RE: ODE's - mlpalacios8 - 10-16-2014, 12:13 AM
RE: ODE's - parisse - 10-16-2014, 06:03 AM
RE: ODE's - parisse - 10-16-2014 07:55 AM



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