7^{6n}  6^{6n}, where n is an integer greater than 0, is divisible by
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On dividing a certain number by 357, the remainder is 39. On dividing the same number by 17, what will be the remainder ?
A number when divided by a divisor leaves remainder of 24. When twice the original number is divided by the same divisor, the remainder is 11. What is the value of the divisor ?
A common factor of (41^{43} + 43^{43} ) and ( 41^{41} + 43^{41}) is ...
7^{12}  4^{12} is exactly divisible by which of the following number ?
If N, N + 2, and N + 4 are prime numbers, then the number of possible solutions for N are
314 videos170 docs185 tests

314 videos170 docs185 tests
