(a) Prove that Gamma (m)I^(2)(m+(1)/(2))=( sqrt( pi ))/(2^(2m-1)) Gamma (2m). (b) Change the order of integration and then evaluate int_a^a int_(a- sqrt(a^(2)-y^(2)))^(a+ sqrt(a^(2)-y^(2))) xydxdy solutionspile.com

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(a) Prove that  Gamma (m)I^(2)(m+(1)/(2))=( sqrt( pi ))/(2^(2m-1)) Gamma (2m). (b) Change the order of integration and then evaluate  int_a^a  int_(a- sqrt(a^(2)-y^(2)))^(a+ sqrt(a^(2)-y^(2))) xydxdy  solutionspile.com

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This an additional answer to - (a) Prove that  Gamma (m)I^(2)(m+(1)/(2))=( sqrt( pi ))/(2^(2m-1)) Gamma (2m). (b) Change the order

(Solved): (a) Prove that \Gamma (m)I^(2)(m+(1)/(2))=(\sqrt(\pi ))/(2^(2m-1))\Gamma (2m). (b) Change the order ...

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