## ask for help on the integration

Limits, differentiation, related rates, integration, trig integrals, etc.

### ask for help on the integration

Anyone can help on this integration? thanks very much~
t is the only variable and others are constant.

$\int_0^{\infty}\left((1-e^{(\frac{t_1}{\lambda})^k-(\frac{t+t_1}{\lambda})^k})\cdot (1-e^{(\frac{t_2}{\lambda})^k-(\frac{t+t_2}{\lambda})^k})...(1-e^{(\frac{t_n}{\lambda})^k-(\frac{t+t_n}{\lambda})^k})\right)dt$
Last edited by liyusen007 on Tue Dec 31, 2013 7:32 am, edited 1 time in total.
liyusen007

Posts: 1
Joined: Tue Dec 31, 2013 4:57 am

### Re: ask for help on the integration

I don't think there's any way to do this. Sorry.
FWT

Posts: 82
Joined: Sat Feb 28, 2009 8:53 pm

### Re: ask for help on the integration

It will solve by formula I think.
anawilliam

Posts: 4
Joined: Sat Jul 12, 2014 5:34 am