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If the two numbers are relatively prime, their least common multiple is their product. The prime factors of 99 are 3, 3, and 11. Since the two numbers are relatively prime, the possibilities are 9 and 11 or 1 and 99. The pair of 9 and 11 add up to 20 and their least common multiple is 99. So, 9 and 11 are the two numbers.
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If you know that two numbers are relatively prime can you predict what the least common multiple will be?
The least common multiple of two numbers is the product of those two numbers, divided by the greatest common factor of those two numbers. Two numbers that are relatively prime have a greatest common factor of 1. So, when the two numbers are relatively prime, the least common multiple is the product of both numbers divided by 1. So, when two numbers are relatively prime, the least common multiple is the product of the two numbers.this is wron
What is the least common factor when numbers are relatively prime?
The least common factor of any set of positive integers is 1. The least common multiple of relatively prime numbers is their product.
What two numbers have the same product as their least common multiple?
Prime numbers or relatively prime numbers.
When will the Least Common Multiple LCM of two numbers be the product?
When the two numbers have no common factors. This is called relatively prime.
Is the product always the least common multiple of the number?
No, only if the numbers are relatively prime.
What is a 2 numbers who have a least common multiple and a if you multiply them together you get the answer of there least common multiple?
Two numbers that are relatively prime (have a GCF of 1) like 25 and 36, will have their product as the LCM.
When does one number have to be multiplied by another to get their least common multiple?
When two numbers are relatively prime, then one number has to be multiplied by another to get their least common multiple.
When is the product of two numbers equal to their least common multiple?
When the two numbers are relatively prime (their GCF is 1)
What is the true of two numbers if one of them is their least common multiple?
They are relatively prime, or co-prime.
What is the least common multiple of 2 coprime numbers?
The least common multiple of two numbers is the product of those two numbers divided by their greatest common factor. It the two numbers are coprime (or relatively prime), their greatest common factor is 1. Therefore, their least common multiple is a x b ÷ GCF (of a and b) = a x b ÷ 1 = a x b. The least common multiple of two coprime numbers is the numbers multiplied together.
What least common multiple equals the product of the two numbers?
If the least common multiple of two numbers equals the product of the two numbers, then the numbers are relatively prime, that is their highest common factor is 1. For example, the numbers 10 and 21: The lcm is 10 x 21 = 210 They are relatively prime since their hcf is 1.
If the least common multiple of two numbers is the product of those numbers what can you say about the two numbers?
They are relatively prime and have no common factors greater than one.
