The digit at unit's place in `2^(9^(100))` is

The digit at units place in 2^9^100 is (A) 2 (B) 4 (C) 6 (D) 8

The digit in the unit's place of (153)^(98) is

What is the digit in the unit's place of (1008)^(786) ?

Consider number N = 8 7 a 2 7 9 3 1 b, where b is a digit at unit's place and a is a digit at ten lakh's place. The greatest value of b for which N is divisible by 8 is (A9 prime (B) composite (C) even (D) odd

The digit at the unit place in the number 19^(2005)+11^(2005)-9^(2005) is :

The digit in the unit's place of (141414)^(12121) is

For integer n gt 1 , the digit at unit's place in the number sum_(r=0)^(100) r! + 2^(2^(n)) I

What is the digit in the unit's place of (143)^(86)" ? "

What is the digit in the unit's place of (2419)^(111213) ?

What is the digit in unit's place of (1354)^(22222)" ? "