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Postby Integr88 » Thu 07 April, 2011 22:09

Extremely hard Calc 3 Double Integral?
`j=lim_(c->oo) int_0^c(e^-x - e^-2x)x dx`
given that `j=int_0^ooint_x^(2x)(e^-y/x) dydx`


Switch the order of integration in
`int_0^cint_x^(2x)(e^-y/x) dydx`


The answer should have 2 integrals
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