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Iflimn→∞(31⋅2⋅4+42⋅3⋅5+53⋅4⋅6+⋯+n+2n(n+1)(n+3)) can be expressed as rational in the lowest form mn where m,n∈N, then the value of (m+n) is

Answer» Iflimn(3124+4235+5346++n+2n(n+1)(n+3)) can be expressed as rational in the lowest form mn where m,nN, then the value of (m+n) is


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