The following is the integral:
Integrate[(-1/g[z]^2 + 2/g[z]^3) *(D[g[z], z, z]), z]
This returns:
where g(z) is an unknown function of z. How can I modify the code in order to solve this integral?Thanks
Thanks for the comment!
Not sure what is expected from that input. If that second derivative, D[g[z],z,z], is changed to a first derivative then an antiderivative is produced.
D[g[z],z,z]
Integrate[(-1/g[z]^2 + 2/g[z]^3)*(D[g[z], z]), z] (* Out[27]= -(1/g[z]^2) + 1/g[z] *)
