1.

If limn→∞(√n√n3+√n√(n+2)3+√n√(n+4)3+√n√(n+6)3+⋯+1√27n2)=a−1√b where a,b∈N, then which of the following is/are true?

Answer»

If limn(nn3+n(n+2)3+n(n+4)3+n(n+6)3++127n2)=a1b where a,bN, then which of the following is/are true?



Discussion

No Comment Found