Assume this problem deals with multiples of the numbers. The objective is vague, but I'm pretty sure of what is asked here.
If we want to find the gcd of these terms, factor out each term and select the prime factor with the least exponent. Finally, evaluate the product of all prime factors. For instance:
12 = 3 x 2²
= 2² x 30 x 110
44 = 11 x 2²
= 2² x 30 x 11
Therefore, the gcd is 2² = 4!
44
It is: 4 that is the gcf of 12 and 44
No. 12 and 44 have a common factor greater than 1: hcf(12, 44) = 4 → 12/44 = 3x4/11x4 = 3/11
12/44 = 3/11
1, 2, 4, 22, and 44 all go into 44.
From 44/X = 100 we have X = 44/100 goes into 44 to make 100.
It goes: 44/12 = 3 times with a remainder of 8
12 goes into 530 44 times with two leftover. As a decimal, this is 44.16 repeating.
Well, isn't that a happy little math problem! Let's see, if we take 44 and divide it by 16, we find that 16 goes into 44 two times with a remainder of 12. Remember, there are no mistakes in math, just happy little accidents.
-44
Well what goes into 44 and 100 is 1,2,and 4 they both go in properly. For example 2 goes into 44 22 times and goes into 100 50. Your welcome
No. 44 is not evenly divisible by 12.
44
It is: 4 that is the gcf of 12 and 44
No. 12 and 44 have a common factor greater than 1: hcf(12, 44) = 4 → 12/44 = 3x4/11x4 = 3/11
12/44 = 3/11
1, 2, 4, 22, and 44 all go into 44.