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Factors and Multiples Worksheet Set for 6th Grade

Factors and Multiples Worksheet Set for 6th Grade preview
Factors and Multiples Worksheet Set for 6th Grade preview
Factors and Multiples Worksheet Set for 6th Grade preview 2
Factors and Multiples Worksheet Set for 6th Grade preview 3
Factors and Multiples Worksheet Set for 6th Grade preview 4
Factors and Multiples Worksheet Set for 6th Grade preview 5
Factors and Multiples Worksheet Set for 6th Grade preview 6

Look Inside · 10 pages

Guide cover for greatest common factor and lowest common multiple, showing factors of 72 and 80 and GCF 8
Cover of the GCF and LCM guide
Guide introduction lists nine worksheet sets covering factor pairs, GCF, prime factorization, and LCM
Introduction and overview of the nine worksheet sets
Randomizing-button guide for Sets 1–4 shows number ranges for factor pairs, GCF, and prime factorization
Number-range controls for Sets 1–4
Randomizing-button guide for Sets 5–9 shows number ranges for GCF, rewriting sums, and three LCM methods
Number-range controls for Sets 5–9
Set 1 guide explains finding factor pairs through multiplication and division, with examples using 24 and 40
Set 1 instructions and factor-pair examples
Sets 2 and 3 guide explains finding GCF by listing factors, with worked examples for 18 and 24, and 20 and 36
Sets 2 and 3 instructions for GCF by listing
Set 4 guide introduces prime factorization by repeated division, with worked examples using 36 and 32
Set 4, method 1: prime factorization by division
Set 4 guide explains prime factorization with two factor trees for 36, starting with 6 × 6 and 9 × 4
Set 4, method 2: prime factorization with trees
Set 5 guide explains finding GCF using shared prime factors, with examples for 16 and 24, and 28 and 42
Set 5 instructions for GCF by prime factorization
Set 6 guide uses GCF and the distributive property to rewrite 50 + 15 as 5(10 + 3), then calculate 65
Set 6 instructions for rewriting sums using GCF
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About This Product

Finding the greatest common factor (GCF) and least common multiple (LCM) may seem like small topics, but they provide a wealth of foundational math practice! This comprehensive 9-set resource creatively reinforces these concepts for 6th graders through differentiated, randomized worksheets.

Students will strengthen multiplication, division, factoring, and prime numbers competency through scaffolded practice. The differentiated activities allow them to focus on mastering the GCF and LCM processes before applying stronger math skills. Methods go beyond rote memorization to make meaningful connections between common factors/multiples and other areas like the distributive property and notation using exponents. 

The ready-to-go worksheets that require no extra prep or grading time. Just click, print, and hand out.

A standout feature is the worksheet randomization. With a single click, educators can generate an entirely new set of questions, making it a renewable resource for the entire school year. Be it for classwork, revision, or homework, adaptability ensures students achieve proficiency in the topic.

Each worksheet concludes with an automatically generated answer key on its second page, offering a quick reference point for educators. And if there's ever a need for a last-minute lesson or work for a substitute 

- Unlimited differentiated practice generates new worksheet versions for as much review and reinforcement work as needed. 

- Start with simpler number ranges to learn steps before advancing to complex questions

- Cross-curricular approach reinforces understanding across math topics

This resource engages students in learning concepts that prime them for later algebra success. Students can progress at their own pace from basic competency to fluid skill application. 

The 9 Sets cover:

  • Factor pairs

  • Finding the Greatest Common Factor of two numbers ( listing of factors)

  • Finding the Greatest Common Factor of three numbers  (listing factors))

  • Prime Factorization

  • Finding the Greatest Common Factor with Prime Factorization

  • Using the Greatest Common Factor with the distributive property of multiplication

  • Finding the Lowest Common Multiple of two Numbers

  • Finding the Lowest Common Multiple of two Numbers (listing multiples)

  • Finding the Lowest Common Multiple using Prime Factorization

  • Finding the Lowest Common Multiple using the Greatest Common Factor

Lastly, it's essential to note that these resources can be downloaded as PDF documents. They operate seamlessly with the official Adobe Acrobat Reader on both Windows and Mac. Plus, the randomizing features are effortlessly accessible via touchscreen devices or interactive whiteboards.

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