Problem 58394. Integrate a product of gamma functions

Created by ChrisR

Solve Later

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<div style = "text-align: start; line-height: 20.4333px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: rgb(0, 0, 0); white-space: normal; "><div style="block-size: 104.1px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 52.05px; transform-origin: 407px 52.05px; vertical-align: baseline; "><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 152.742px 8px; transform-origin: 152.742px 8px; unicode-bidi: normal; "><span style="">Write a function to compute the following integral:</span></span></div><div style="block-size: 44px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 22px; text-align: left; transform-origin: 384px 22px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="vertical-align:-17px"><img src="data:image/png;base64,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" style="width: 196.5px; height: 44px;" width="196.5" height="44"></span></div><div style="block-size: 21.1px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.55px; text-align: left; transform-origin: 384px 10.55px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 21.0083px 8px; transform-origin: 21.0083px 8px; unicode-bidi: normal; "><span style="">where </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,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" style="width: 56px; height: 20px;" width="56" height="20"></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 15.5583px 8px; transform-origin: 15.5583px 8px; unicode-bidi: normal; "><span style=""> and </span></span><span style="vertical-align:-5px"><img src="data:image/png;base64,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" style="width: 29.5px; height: 18.5px;" width="29.5" height="18.5"></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 117.842px 8px; transform-origin: 117.842px 8px; unicode-bidi: normal; "><span style=""> is the gamma function, the subject of </span></span><a target='_blank' href = "https://www.mathworks.com/matlabcentral/cody/problems/46025"><span style=""><span style="">Cody Problem 46025</span></span></a><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 1.94167px 8px; transform-origin: 1.94167px 8px; unicode-bidi: normal; "><span style="">.</span></span></div></div></div>

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Problem 58394. Integrate a product of gamma functions

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Problem 58394. Integrate a product of gamma functions

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