First term of a sequence is `1` and the `(n + 1)th` term is obtained by adding `(n + 1)` to the `nth` term for all natural numbers `n`, the `6th` term of the sequence is

First term of a squence is 1 and the (n+1)th term is obtained by adding (n+1) to the nth term for all natural numbers n, the 6th term of the sequence is

Find the first six terms of the sequence whose first term is 1 and whose (n+1)th term is obtained by adding n to the nth term.

Find the first six terms of the sequence whose first temr is 1 and whose (n+1) th term is obtained by adding n to the nth term.

Write first five terms of a sequence where n^(th) term is defined by a_(n)=n^(2)+n .

Find the first four terms of the sequence whose first term is 1 and whose (n+1)th term is obtained by subtracting n from its nth term.

Find the first four terms of the sequence whose first term is 1 and whose (n+1)t h term is obtained by subtracting n from its nth term.

The first term of a sequence is (1)/(2) and the second term is (1)/(4) . Each term thereafter is the sum of the all the terms before it , If the n^(th) term is the first term of the sequence that is an integer , what is the value of n ?

If general term of a sequence is n(n + 1)(2n + 1), then its 5^(th) term is

If general term of a sequence is n(n + 1)(2n + 1), then its 5^(th) term is

Write the first term of the sequence, whose nth term is a_n=(n)/(n+1) .