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Name C1 Unit 1 #7! Date LCM Factor Tree Method w/Venn Diagram Example: 4 and 6 3 ! 4! ! ! 2 2! ! 2 3 GCF of 4 and 6 2 LCM of 4 and 6 2 2 3 12 PROBLEM 28 and 35 GCF LCM 40 and 50 GCF LCM 33 and 44
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How to fill out lcm - factor tree
How to fill out an LCM - factor tree:
01
Start by identifying the numbers for which you want to find the least common multiple (LCM).
02
Write down the prime factorization of each number. Break down each number into its prime factors by dividing it by prime numbers until you can no longer divide evenly.
03
Draw a branch for each prime factor and write down the prime factorization of the first number on the leftmost branch.
04
Divide the first number by its prime factors and write down the resulting quotient on the branches adjacent to its corresponding prime factors.
05
Repeat steps 3 and 4 for the resulting quotients until all numbers have been completely factored.
06
The LCM is the product of all the prime factors, written once each, along with the remaining quotients in the factor tree.
Who needs an LCM - factor tree:
01
Students studying mathematics, particularly those learning about factors and multiples.
02
Individuals working on solving problems related to least common multiples (LCM) or finding the prime factorization of numbers.
03
Anyone looking to find the LCM of two or more numbers in an organized and visual manner.
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What is lcm - factor tree?
The lcm - factor tree is a graphical representation of the prime factors of the least common multiple of two or more numbers.
Who is required to file lcm - factor tree?
Anyone who is studying or working on finding the least common multiple of multiple numbers may use the lcm - factor tree.
How to fill out lcm - factor tree?
To fill out a lcm - factor tree, start by listing the prime factors of each number involved and then branch out to find the least common multiple.
What is the purpose of lcm - factor tree?
The purpose of a lcm - factor tree is to help visualize the prime factors of the least common multiple of multiple numbers.
What information must be reported on lcm - factor tree?
The prime factors of each number being analyzed and the branches showing how they contribute to the least common multiple.
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