Follow Math Help Forum on Facebook and Google+
Originally Posted by Random Variable --------------------- Let (1) Let , then Therefore, (2) (1)+(2), (3) Therefore, (4) Let , then (5) The rest is trivial.
Last edited by mr fantastic; Sep 19th 2009 at 12:43 AM. Reason: Restored original reply
Originally Posted by luobo --------------------- Let (1) Let , then Therefore, (2) (1)+(2), (3) from hee you should countinue like this: since the integrand in (3) is an even function, we have substitute to get adding the two results together gives us
Originally Posted by NonCommAlg from hee you should countinue like this: since the integrand in (3) is an even function, we have substitute to get adding the two results together gives us We can also continue like the following as well. Per Equation (5) in my previous post, (5) Let , then (6) (5)+(6), (7) Therefore,
Last edited by mr fantastic; Sep 19th 2009 at 12:44 AM. Reason: Restored original reply
Originally Posted by luobo We can also continue like the following as well. Per Equation (5) in my previous post, (5) Let , then (6) (5)+(6), (7) Therefore, that' right.
View Tag Cloud