## Integral help

we know that $$\int_{|y-z|}^{y+z}D(y,z,w)\frac{w^{2m+1}}{2^m\Gamma(m+1)}dw=1$$
how can we calculate the integral
$$\int_{|y-z|}^{y+z}(1+2^kw)^aD(y,z,w)\frac{w^{2m+1}}{2^m\Gamma(m+1)}dw$$
 PhysOrg.com science news on PhysOrg.com >> City-life changes blackbird personalities, study shows>> Origins of 'The Hoff' crab revealed (w/ Video)>> Older males make better fathers: Mature male beetles work harder, care less about female infidelity
 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.
 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.

 Similar discussions for: Integral help Thread Forum Replies Calculus & Beyond Homework 1 Calculus & Beyond Homework 2 Calculus 3 Calculus & Beyond Homework 4 Calculus & Beyond Homework 4