kasse Messages 383 Reaction score 1 Thread starter Mar 17, 2007 #1 How can I integrate 2x^2*exp(x^3)? exp(x^3) has no elementary antiderivative, does it?
z-component Messages 494 Reaction score 2 Mar 17, 2007 #2 Yes, you can integrate [tex]\int 2x^{2} e^{x^{3}} dx[/tex] by parts.
VietDao29 Homework Helper Messages 1,424 Reaction score 3 Mar 17, 2007 #3 z-component said: Yes, you can integrate [tex]\int 2x^{2} e^{x^{3}} dx[/tex] by parts. No, we don't integrate that expression by part. A simple u-substitution should work, let u = x3, and see if you can continue from there. :)
z-component said: Yes, you can integrate [tex]\int 2x^{2} e^{x^{3}} dx[/tex] by parts. No, we don't integrate that expression by part. A simple u-substitution should work, let u = x3, and see if you can continue from there. :)
z-component Messages 494 Reaction score 2 Mar 17, 2007 #4 My apologies. :) I didn't look at the x^2 term that well.
JasonRox Homework Helper Gold Member Messages 2,394 Reaction score 4 Mar 18, 2007 #6 Could you imagine doing that by parts!? It would take two steps, and be all long. Oh boy.