Itself because 44121/44121 = 1
It is the number itself.
22
7.
44121
To find the greatest number that will divide 11296 and leave a remainder of 11, we need to use the concept of divisors. The number that satisfies this condition is called the Greatest Common Divisor (GCD). By using the Euclidean algorithm, we can find that the GCD of 11296 and 11 is 1. Therefore, the greatest number that will divide 11296 and leave a remainder of 11 is 1.
It is: 40
It is 22.
40
The greatest common factor (or GCF) is the highest number that can divide into aanother number, and not have a decimal (whole number).
6 is the greatest number that will divide into all three of them evenly.
If you're dividing a whole number by 2, then the greatest possible remainder is 1.
Divide it with primes less than half of the number.