If p and q are any two coprime numbers then GCF(6p, 6q) = 6.
3 and 6, among many opthers.
3 and 6, among many others.
3 and 6 among many others.
3 and 6
3 and any multiple of 3 have a GCF of 3. Any two multiples of 3 that differ by 3 have a GCF of 3. I'm not sure how to interpret "twice the smaller number is bigger."
2 and 24 satisfy that request. So do 6 and 8.
The GCF is 3.
3, 6 and 9 have a GCF of 3.
The GCF is 3.
To find a pair of numbers with a given GCF, take the GCF number and double it. The pair of numbers is the GCF, and two times the GCF. For instance, two numbers with a GCF of 3 are 3 and 6.
A number pair whose GCF is the same as one of the numbers is i , i x j where i and j are integers greater than zero. If i=3 and j=5 then the number pair will be 3,15. The GCF is 3. If i=7 and j=11 the number pair will be 7,77 and the GCF 7. The number of possible solutions is infinite.
6 and 9
3 and 18
3 and 360
3 and 360
3 and 36 9 and 12
the answer is 45 90 and 60
72 and 96. Select any two co-prime numbers - for example 3 and 4. Then 24 multiplied by these will give a pair of numbers whose GCF is 24.
It is impossible to answer this question because of insufficient information: The question does not state how many numbers are concerned. The LCM and GCF of a pair of numbers is NOT sufficient to identify them. For example, (3, 120), (15, 24) satisfy the requirements and there is no way to determine which of them is appropriate.
6 and 9, among many others.
There are an infinite number of triplets whose GCF is 16. One possibility is 16, 32 and 48.