35 and 70
35 and 7, respectively.
GCF is 7. LCM is 420
The GCF is: 7
Any pair of numbers that only have one 5 as a common prime factor. Examples: 5 and 15 35 and 45 75 and 115
7 and 35
14 and 35
The LCM of both numbers is 7140 and the GCF is 5
The numbers are 7 and 35.
The LCM is: 35
35 and 70
7 and 70 14 and 35
35 and 36 are coprime (any pair of consecutive numbers must be). So lcm(35, 36) = 35*36 = 1260.
35 and 7, respectively.
To find a pair of numbers where the least common multiple (LCM) is 35 and the greatest common factor (GCF) is 7, we can use the relationship between LCM and GCF. The product of LCM and GCF of two numbers is equal to the product of the two numbers. Therefore, if LCM is 35 and GCF is 7, the two numbers can be calculated as follows: LCM * GCF = Number 1 * Number 2. Substituting the values, we get 35 * 7 = Number 1 * Number 2. Solving this equation, we find that a pair of numbers could be 5 and 49.
The GCF is 5. The LCM is 420.
LCM = 70 GCF = 7