Back to Exercise: Prime Factorisation

Exercises: Prime Factorisation

Work through each section in order. Write every prime factorisation as a product of primes, using index (exponent) notation where a prime repeats. Verify larger factorisations by multiplying the primes back to the original number.

Grade 7·16 problems·~28 min·Uganda NCDC Primary 7 Mathematics·lesson·operations-04
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A

Recall / Warm-Up

These problems review prime and composite numbers from earlier work.

1

Which of these numbers is prime?

2

How many prime numbers are there between 11 and 2020 (not counting 11)?

B

Fluency Practice

1

Which number below is composite?

Factor tree for 90 branching into 9 and 10, then into prime leaves 3, 3, 2, and 5
2

Use the factor tree to find the prime factorisation of 9090. Write your answer as a product of primes using index notation.

3

Find the prime factorisation of 8484 using a factor tree. Write your answer as a product of primes using index notation.

Division ladder for 378 dividing successively by 2, 3, 3, 3, and 7 down to a quotient of 1
4

Use the division ladder to find the prime factorisation of 378378. Write your answer as a product of primes using index notation.

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