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What else can I help you with?
Is there a limit to how many factors a certain number has?
Each number has a certain amount of factors. Other numbers may have the same amount of factors, but not the same exact factors. Since numbers don't stop, thee amount of factors doesn't stop either, but each number has a distinct set.
You are a number between 47 and 53 No two of your factors are the same number What number are you?
53
You are a number between 47 and 53 Know two of your factors are the same number what number are you?
49
What is another number between 20 to 30 that has the same number of factors as 28?
20 and 28 both have six factors.
What do you notice about the number of factors each of 12 14 20 4 9 and 16?
12, 14, and 20 have an even number of factors. 4, 9, and 16 also have an even number of factors, but since they're perfect squares, two of the factors are the same number in each case, so each appears to have an odd number of factors.
What same characteristics does GCF and LCM have?
In each it is best if you start by finding the prime factors of each number.
Why is the set of factors of a number not the same as the factors of that number?
They ARE the same.
What is the greatest common factor of 320?
When two or more numbers each have one or more of the same factors, these factors are called common factors. A single number does not have common factors.
What is a one digit number that has the same number of factors of the number six?
The one digit number that has the same number of factors as the number six is three. Six's factors are 1, 2, 3, and 6 while three's factors are 1 and 3. Therefore, both numbers have the same number of factors.
What Odd number with the same number of factors?
if you mean what is an odd number whose has the same number of factors as the number itself... then 1 will work.
What are for the factors that are all the same each factor is greater than 1 and can have only 1 and itself as factors?
The question is garbled but I suspect that the answer is "a prime number".
How would I write a word problem so that it will require finding all the factors of 48?
I shared out 48 apples between a number of student(s) so that each got the same number of apples. How many student(s) were there?
