just do it as usual.
∫[lnx,x^3] (z^4+1) dz
= 1/5 z^5 + z [lnx,x^3]
= (1/5 x^15 + x^3)-(1/5 ln^5(x) + ln(x))
Not very pretty, but c'est la vie...
I don't know how to solve this indefinite integral with both limits as variables:
^x^3
�ç (z^4+1)dz
⌄ln(x)
If you could explain I'd appreciate it.
2 answers
thank you steve