Factors can be listed as factor pairs. With square numbers, one of those pairs will be the same number twice. When written as a list, only one of them will be used, leaving an odd number of factors.
If you are talking about the number itself, they can be the same. To be specific: A prime number is a number that only has the factors 1 and itself. A factor is a number that when multiplied creates a product. A prime factor is a prime number that is multiplied to create a product.
Whatever the variable was.
There are not always an even number of factor pairs of a number - for example, prime numbers have an even number of factors, because they are divisible by themselves and 1, but this is only one pair of factors. However, for any square number, (for example, 3 x 3 = 9, 4 x 4 = 16), at least one of these factor pairs will consist of the same number repeated twice.
yes because u can divie it into many factor that equal the same number
A factor rainbow will show all of the factors. A factor pair is just 2 numbers that are factors of the number you want to find.
One factor pair of square numbers would be the same number twice. When you list them, you only write it once.
It's a square number. Square numbers have a factor pair that is the same number twice. When listed, that number occurs once.
Factors can be listed as factor pairs. With square numbers, one of those pairs will be the same number twice. When written as a list, only one of them will be used, leaving an odd number of factors.
It's tough to guess what the rest of this question would have been. Factor trees and rainbows are essentially the same thing: ways to notate the process of finding the prime factorization of a given number. With a tree, you write the given number at the top of the page and work down until the lowest branch consists entirely of prime factors and with a rainbow you write the given number at the bottom of the page and work up until the highest arc consists entirely of prime factors. If your original question was going to be, "Do a factor tree and factor rainbow like each other?" I can't help you.
Factors are terms that multiply. If two numbers differ by a factor of two, it means that one is twice the size of the other.
The greatest common factor is a function of two numbers-- it is the greatest factor that the numbers have in common. The concept does not apply to a single number. Now you can use the same number twice and ask what is the greatest common factor of 240 and 240 and the answer would be 240.
"Distinct" in this case means different. Sometimes factors are repeated. Square numbers have a factor pair that is the same number twice. When we write out the list of numbers, we don't write that number twice. The factor pairs of 100 are (100,1)(50,2)(25,4)(20,5)(10,10) The distinct factors of 100 are 1, 2, 4, 5, 10, 20, 25, 50, 100
Because it's a square number. All perfect squares have an odd number of factors because they have one factor pair that is the same number twice (the square root) and when the factors are listed, the number is listed once.
20
No.
Factor trees, ladders, fireworks, rainbows... They're all the same thing. A way to display the prime factors of a given number. The prime factorization of 142 is 2 x 71. Arrange the 2 and the 71 however you wish.