West Bengal Police Constable Special Mock Test
Mathematics - Divisibility and Remainder
1 / 10
1) The remainder when 2^100 is divided by 101 is:
2 / 10
2) If a number leaves a remainder 4 when divided by 9, what will be the remainder when its fourth power is divided by 9?
3 / 10
3) When 13^13 is divided by 7, the remainder is:
4 / 10
4) If the remainder when a number x is divided by 31 is 17, what is the remainder when x^2 is divided by 31?
5 / 10
5) The remainder when 9^9 is divided by 8 is:
6 / 10
6) Find the remainder when 5^100 is divided by 13.
7 / 10
7) What is the remainder when 11^11 is divided by 13?
8 / 10
8) What is the remainder when 17^23 is divided by 16?
9 / 10
9) If a number leaves a remainder of 7 when divided by 12, what is the remainder when its cube is divided by 12?
10 / 10
10) If a number leaves a remainder of 5 when divided by 7, what will be the remainder when its square is divided by 7?
Your score is
Restart quiz