You use integration by parts twice. You can easily generalize to the integral of xn e-bx on [0, ∞)
The integral is n! / bn+1
Thus, in this case, as we are seeking the integral of ax2 e-bx on [0, ∞), the integral is
2a/b3
Mohammed B.
asked 06/04/21Hi, I’m having trouble at doing the integral of a*x^2 * e^-bx
. In fact I don’t know how to change the e^-bx to have an answer which , with the definite integral from zero to + infinite, give me a function ( i need to isolate the a after I did the Integral)
Thank you in advance !!!!
You use integration by parts twice. You can easily generalize to the integral of xn e-bx on [0, ∞)
The integral is n! / bn+1
Thus, in this case, as we are seeking the integral of ax2 e-bx on [0, ∞), the integral is
2a/b3
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Mohammed B.
Thank you a lot but I think that I didn’t wrote correctly my Integral. In fact it was ax^2 * e^-bx^2, and when I’m trying to doing it I always have an error in the function, is there any solution to doing it without having to use the error function? Thank you in advance !!!06/04/21