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
Work through problems with immediate feedback
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.

You're viewing 2 of 6 sections.

Create a free account to continue the full exercise set and save your progress.

Create free account
0 of 6 answered

Answer all problems to submit.