The sum of 17 consecutive numbers is 289. The sum of another 10 consecutive numbers, whose first term is 5 more than the average of the first set of consecutive numbers is:

If the sum of the digits of any integer lying between 100 and 1000 is subtracted from the number, the result always is : 

Find the number of Prime Factor of $${(4^{22}+{4^{22}}+{4^{22}}}+{4^{22})}{(3^{22}+3^{22}+{3^{22}})}$$.

The sum of three consecutive odd natural numbers each divisible by 3 is 63. What is the largest among them? 

The number 45789 is divisible by which of the single digit number: 

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

If P713 is divisible by 11, find the number P?

The sum of five consecutive even numbers of set A is 280. What is the sum of different set of five consecutive numbers whose lowest number is 71 less than double the lowest number of set A?