Find the largest term in the sequence `a_(n) = (n)/(n^(2) + 10) ( n in N)`

The largest term is the sequence T_(n) = n/(n^(2)+100) is

Find the sixth term of the sequence a_(n) =(n)/(n+1) ?

The largest term in the sequence a_(n)=(n^(2))/(n^(3)+200) is given by

Find the sum to n terms of the sequence given by a_(n)=2^(n),n in N

Find the sum of n terms of the sequence given by a_(n)=(3^(n)+5n), n in N .

Find the sum of n terms of the sequence (a_(n)), where a_(n)=5-6n,n in N

Find the least value of n, for which the nth term a_(n) of the sequence given by a_(n) = n^(3) - n^(2) - 5n - 3 is non-negative.

If n^(th) term of the sequences is a_(n)= (-1)^(n-1)5^(n+1) , Find a_(3) ?

Find the indicated term in the sequence whose n^ (th) term is a_n=n(n-2)/(n+3) , a_(20)