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What else can I help you with?
What numbers under 100 have at least a 2 or 5 in their prime factorization?
All the even numbers and all the odd multiples of 5.
What is the least common multiple of 130 using prime factorization?
There is not a least common multiple of a single number, such as 130, because there cannot be a least common multiple without two or more numbers to compare. Common multiples are multiples that the numbers being compared have in common. The least common multiple is the smallest multiple that all the numbers being compared have in common.
What numbers under 100 have at least one 2 at least and one 5 in their prime factorization?
They are the multiples of 10, from 10 to 90.
What are the least common multiples of 9?
You need at least two numbers to compare multiples.
What has prime faccorisation got to do with least common multiple and greatest common factor?
Prime factorization tells you what prime numbers multiply to get the number. You can see which numbers that number is divisible by to get the multiples and factors.
What is all the number less than 100 that hasat least one 2 and at least one 5 in their prime factorization at least one 2 and at least one 5?
All the even numbers and the odd multiples of 5.
What numbers have at least 2 in its prime factorization?
Even numbers.
Where are LCM from?
All numbers have multiples. Some numbers have some of the same multiples as other numbers. These are known as common multiples. On the list of common multiples, one number is the smallest. This is the least common multiple.
What causes a LCM?
All numbers have multiples. Some numbers have some of the same multiples as other numbers. These are known as common multiples. On the list of common multiples, one number is the smallest. This is the least common multiple.
What are the least common multiples for 5?
To have an LCM, you need at least 2 numbers.
Least common multiples for 336?
You need at least two numbers to find an LCM.
What are the least common multiples for 9?
You need at least two numbers to find an LCM.
