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Mar
20
awarded  Tumbleweed
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14
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Apr
8
comment Integral evaluation taking too long
$$\int_0^t |1-e^{-bs}|ds + \int_t^{\infty}e^{-bs}ds$$ and this is equal to $t+ \frac{2}{b}e^{-bt}- \frac{1}{b}$ that is, integral is convergent. It is a pretty simple integral actually, i am just incapable of doing this with mathematica, and i have to do it with mathematica for the next step, which is impossible to do by hand.
Apr
8
comment Integral evaluation taking too long
well, thank you for your response, but i evaluated the integral by hand too, and there is no problem, it is convergent. I am trying to find out what is wrong with the mathematica code. I am correcting e -> E, however, i am not following your comment on heavisidetheta
Apr
8
asked Integral evaluation taking too long
Mar
15
awarded  Commentator
Mar
14
comment integration on real domain only!
thank you so much, I've just started using mathematica, I greatly appreciate your help.
Mar
14
comment integration on real domain only!
{Element[{b, c, d}, Reals], a > 0} why dont we just write Element{a,b,c,d}, Reals ?
Mar
14
comment integration on real domain only!
nothing changes though!
Mar
14
comment integration on real domain only!
Thank you very much for your response.
Mar
14
asked integration on real domain only!