u(n) = |{:(1,,k,,k),(2n,,k^(2)+k+1,,k^(2...

`u_(n) = |{:(1,,k,,k),(2n,,k^(2)+k+1,,k^(2)+k),(2n-1,,k^(2),,k^(2)+k+1):}|`and
`sum_(n=1)^(k) u_(n)=72` then k=

u(n) = |{:(1,,k,,k),(2n,,k^(2)+k+1,,k^(2)+k),(2n-1,,k^(2),,k^(2)+k+1):...
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if Un = |[1 , k , k] , [2n , k^2+k+1 , k^2+k] , [2n-1 , k^2 , k^2+k+1]...
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If for n in N,sum(k=0)^(2n)(-1)^(k)(2nC(k))^(2)=A, then find the value...
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u(n) = |{:(1,,k,,k),(2n,,k^(2)+k+1,,k^(2)+k),(2n-1,,k^(2),,k^(2)+k+1):...
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If lim(n->oo)(1(2n-1)^(k)+2(2n-2)^(k)+3(2n-3)^(k)+...+n.n^(k))/(n^(k+1...
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If lim(n->oo)(1(2n-1)^(k)+2(2n-2)^(k)+3(2n-3)^(k)+...+n.n^(k))/(n^(k+1...
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If lim(n->oo)(1(2n-1)^(k)+2(2n-2)^(k)+3(2n-3)^(k)+...+n.n^(k))/(n^(k+1...
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If lim(n->oo)(1(2n-1)^(k)+2(2n-2)^(k)+3(2n-3)^(k)+...+n.n^(k))/(n^(k+1...
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If lim(n->oo)(1(2n-1)^(k)+2(2n-2)^(k)+3(2n-3)^(k)+...+n.n^(k))/(n^(k+2...
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