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- Rewrite each product as a prime factorization in tidy form.3 · 2 · 5 · 27 · 2 · 7 · 3 · 2 · 29 · 2 · 54 · 6 · 1115 · 21
- Make a table of all the factors of 88 from its prime factorization.
- Find the largest odd factor, and the largest factor that is even but not a multiple of 4.
- Count the zeros at the end of a product without multiplying it out.
- Find the smallest multiplier that makes 34 · 45 · 91 divisible by 98, and by 100.
- Explain why 91 is not a product of three numbers greater than 1.
- Compare the lists of powers of 6, 36 and 4 from Zoe, Ben and Jin.
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Every number has exactly one prime factorization: the lesson ›More Chapter 1 worksheets: Factors, multiples, GCF and LCM
- 1.1Tests for three and nine
- 1.2The sieve of Eratosthenes
- 1.3Prime factorization
- 1.4Every number has exactly one prime factorization
- 1.5Greatest common factor by listing
- 1.6Least common multiple by listing
- 1.7Finding them from prime factorizations
- 1.8Perfect, abundant, deficient and amicable numbers