The remainder obtained when the sum of the first eight terms of the sequence 8, 64, 512, ..... is divided by 9 is
1
3
0
6
The sum of first 8 term of the sequence =8(88−1)(8−1)=8(9)(65)(84+1)
The remainder obtained when the sum of first 21 natural numbers is divided by 8 is
The remainder obtained when 339 + 449 + 439 is divided by 9 is
The remainder obtained when 9722 is divided by 1001 is
What is the remainder obtained when 2568 is divided by 9?
The remainder obtained when the sum of squares first n odd natural numbers is divided the sum of squares of first n even natural numbers is