- #1
zanazzi78
- 115
- 1
ok i`m really struggling with the concept.
I've been asked to find the indefinite integral of;
[tex] \int \frac{x^2}{(2+ x^3)} dx [/tex]
so before i beg for the answer could someone confirm that i`ve got the right rule to solve this;
[tex] \int u(x) v'(x) = [ u(x) v(x)] - \int v(x) u'(x) [/tex]
if this is right would you mind giving a suggestion to what u(x) to use?
p.s. i may have to edit this if latex doesn`t come out right I've been having trouble with it and only jointed the forum a few day's ago!
I've been asked to find the indefinite integral of;
[tex] \int \frac{x^2}{(2+ x^3)} dx [/tex]
so before i beg for the answer could someone confirm that i`ve got the right rule to solve this;
[tex] \int u(x) v'(x) = [ u(x) v(x)] - \int v(x) u'(x) [/tex]
if this is right would you mind giving a suggestion to what u(x) to use?
p.s. i may have to edit this if latex doesn`t come out right I've been having trouble with it and only jointed the forum a few day's ago!
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