If `(11)^27+(21)^27 `when divided by 16 leaves the remainder

2^60 when divided by 7 leaves the remainder

2^(60) when divided by 7 leaves the remainder

2^(60) when divided by 7 leaves the remainder

7^(103) when divided by 25 leaves the remainder .

7^(103) when divided by 25 leaves the remainder .

(27^27+1) when divided by 26 would leave a remainder of:

9^(6)-11 when divided by 8 would leave a remainder of:

Find the least number which when divided by 12, leaves a remainder of 7; when divided by 15, leaves a remainder of 10 and when divided by 16, leaves a remainder of 11. (a) 115 (b) 235 (c) 247 (d) 475

The least number which when divided by 35 leaves a remainder 25, when divided by 45 leaves the remainder 35 and when divided by 55 leaves 45 is