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If the value of limn→∞((2n+1)!n2n+1)1n=lna+b, then the value of (a−b) equals to (where a,b∈Z)

Answer» If the value of limn((2n+1)!n2n+1)1n=lna+b, then the value of (ab) equals to (where a,bZ)


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