Let there are two positive integers a and b where a > b. Now when a is divided by b remainder is 24 and when 2a is divided by b remainder is 11. Find b.

Find the remainder when 11^8 is divided by 7.

Find the remainder when 11^(12) is divided by 7.

Is a two-digit integer 'x' dividible by 12? I. When 'x' is divided by 5, the remainder is 2. II. When 'x' is divided by 3, the remainder is 1.

When x^(3)-2x^(2)-ax-b is divided by x-1 , remainder is 1 and when divided by x+1 , remainder is 2 , then (a,b) is

When the positive integer n is divided by 7 ,the remainder is 2 .What is the remainder when 5n is divided by 7?

There are two positive integers X & Y. When X is divided by 237, the remainder is 192. When Y is divided by 117 the quotient is the same but the remainder is 108. Find the remainder when the sum of X & Y is divided by 118.

Let x be the smallest positive integer such that when 14 divides , the remainder is 7, and when 15 divides x, the remainder is 5. Which one of the following is correct ?

A positive integer when divided by 425 gives a remainder 45. When the same number is divided by 17, the remainder will be

A positive integer when divided by 425 gives a remainder 45. When the same number is divided by 17, the remainder will be

When the remainder when (9)^(11) is divided by 11.