The remainder obtained when `51^25` is divided by 13 is

The remainder obtained when 27^(50) is divided by 12 is

The remainder obtained when 27^(50) is divided by 12 is

If a -= b (mod m) and the remainder obtained when 'a' is divided by m is 2, then find the remainder when 'b' divided by m.

The remainder when 625 is divided by 13 is

The remainder when 5^(99) is divided by 13 is

The remainder when 5^(99) is divided by 13 is

The remainder when 27^(10)+7^(51) is divided by 10