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f The GCF of two numbers is 3. What are the two smallest possible numbers? f

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f Using prime factorizations, find the GCF of 14 and 20. f

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f The GCF of a number and 24 is 8. Write the two possible values for the number. f

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f The GCF of two numbers is 7. Write the two smallest possible numbers. f

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f The GCF of two numbers is 5. What are the two smallest possible numbers? f

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f Identify the two smallest possible numbers whose GCF is 9. f

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f Find the GCF of 29 and 35, using prime factorizations. f

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f Using prime factorization, find the GCF of 16 and 28. f

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f Find the GCF of 20 and 32 using prime factorization. f

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f Which among the following is the GCF of 27 and 15? f

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f Find the GCF of 24 and 40 using prime factorization. f

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f The GCF of two numbers is 2. What are the two smallest possible numbers? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 8 is a factor of 24 and another number. What could be the other number? f

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f The number 5 is a factor of 20 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 9 is a factor of 27 and another number. What could be the other number? f

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f The number 7 is a factor of 35 and another number. What could be the other number? f

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