Integral help

  • Thread starter fderingoz
  • Start date
  • #1
13
0
we know that [tex]\int_{|y-z|}^{y+z}D(y,z,w)\frac{w^{2m+1}}{2^m\Gamma(m+1)}dw=1
[/tex]
how can we calculate the integral
[tex]\int_{|y-z|}^{y+z}(1+2^kw)^aD(y,z,w)\frac{w^{2m+1}}{2^m\Gamma(m+1)}dw[/tex]
 

Answers and Replies

  • #2
just a shot in the dark, but maybe integration by parts. if you can somehow make the first part of that integral disappear, you can finish it off.
 
  • #3
24
0
integration by parts would be a method to use but the problem would be integrating the (1+2^kw)^a part but if you choose u(x) and v(x) appropriately you will solve the problem since you already know that the first integral with the same limits does equal 1.
 

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