0
What else can I help you with?
Does a factor tree end in a prime or compasite number?
The bottom branch of a factor tree consists entirely of prime numbers.
Why are prime numbers on the bottom of a factor tree?
Factor trees are ways of notating the process of finding the prime factorization of a given composite number and, as such, should result in an identifiable string of prime factors.
Which numbers appear on the bottom row for a factor tree of 60?
as you can obviously see the bottom of a factor tree would be the curious numbers of 2,2,3,5
Do the factor tree numbers have to be lined up corr ectly?
A factor tree is a way of notating the process of finding the prime factorization of a given number. As long as the bottom branch consists entirely of prime numbers, it doesn't really matter how they're lined up.
What is factor tree of a number?
A factor tree of number is (I think) the numbers that multiply together to form a product. They are prime numbers, too.
Does a factor tree end in a prime or compasite number?
The bottom branch of a factor tree consists entirely of prime numbers.
How is a factor tree is complete?
When the bottom branch is all prime numbers.
What is a factor tree and how do youknow when a factor tree is complete?
When the bottom branch consists entirely of prime numbers.
When is Factor tree in prime factorization is complete?
When the bottom branch consists entirely of prime numbers.
How do you knowvwhen a factor tree is complete?
When the bottom row consists of all prime numbers.
What is a factor tree and how do you when its complete?
A factor tree is a representation of the process of finding the prime factorization of a given number. It's complete when the bottom branch consists entirely of prime numbers.
When is a factor tree complete?
When you can no longer break down factors. when all the numbers at the bottom are prime!
Why are prime numbers on the bottom of a factor tree?
Factor trees are ways of notating the process of finding the prime factorization of a given composite number and, as such, should result in an identifiable string of prime factors.
Which numbers appear on the bottom row for a factor tree of 60?
as you can obviously see the bottom of a factor tree would be the curious numbers of 2,2,3,5
How do you express the prime numbers in factor tree method?
Since prime numbers only have one prime factor (themselves), factor trees are unnecessary.
Do the factor tree numbers have to be lined up corr ectly?
A factor tree is a way of notating the process of finding the prime factorization of a given number. As long as the bottom branch consists entirely of prime numbers, it doesn't really matter how they're lined up.
What numbers will be at the bottom of the factor tree for 84?
2,2,3,7
