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What type of numbers have and odd number of factors?
Square numbers.
What type of factor has an odd number of factors?
A perfect square has an odd number of factors.
What is a number that only has one prime factor called?
The definition of a prime number is a number which has only two factors: 1 and itself. All prime numbers have only two factors: one and themselves. So, asking "What is a prime number that has only 2 factors one and itself" is like asking "What is a type of cocker spaniel that is a dog?"
What is a slogan for the typewriter?
Exactly your type!
How is GCF determined?
Suppose you have 2 numbers: EXAMPLE 15 and 25. you take the numbers and first put a 1 under it: 15 25 Then you get other numbers that can multiply into your1, 1,numbers: 15 25 Notice: I highlighted 1 and 15, 1 and 25 those are the1,3,5,15 1,5,25numbers you ALWAYS have to put in for whatever numbers you may have. Next, you have to write the Greatest number that is common in both numbers. In this case, it would be 5. See..... 15 25 :D Hope this helps you!1,3,5,15 1,5,25
What type of a number has exactly two factors?
Prime numbers. Their only two factors are 1 and themselves.
What type of numbers has an odd number of factors?
Square numbers have an odd number of factors.
What type of number has exactly two factors?
A prime number has exactly two factors: 1 and itself.
What type of number exactly two factors?
A prime number.
What type of numbers have an odd number of factors?
Square numbers
What type of numbers that have an odd number of factors?
square numbers
What type of numbers have and odd number of factors?
Square numbers.
What type of number hs exactly two factors?
A prime number
What type number has a odd numbers of factors?
A square number.
What type of number has odd numbers as factors?
Both odd and even numbers may have odd numbers as factors.
What type of number only has exactly only 2 factors?
a prime number
What type of number has an odd number of factors example?
Square numbers have odd numbers of factors. Examples: 4, 9, 16
