Study

Year 7 - Prime factorisation

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  • Write 42 as a product of its prime factors. Give your answer in the form a × b × . . . and write the factors in ascending order.
    2x3x7
  • If you use the cards shown to write 132 as a product of its prime factors, which three cards will you have left over?
    3,5,7
  • Is this correct? Explain
    Yes - Every number can be broken down in to prime factors
  • What are the common factors?
    5, b, 5b
  • 5 is a factor of both 10 and 15. Which other number is a common factor of 10 and 15?
    1
  • Use the factor tree to write 36 as a product of its prime factors. Give your answer in the form a × b × . . . and write the factors in ascending order.
    2 × 2 × 3 × 3
  • What is the next number in this sequence?
    25
  • How old is Freddie?
    14
  • What are the first five square numbers?
    1, 4, 9, 16, 25
  • What is the missing prime factor?
    7
  • Which factor of 18 is missing from the table?
    6
  • Write 26 as a product of it's prime factors
    13 x 2
  • Which number has more than 1 prime factor
    12 = 2, 3,
  • Select the numbers that are prime factors of both 294 and 315
    3,7
  • Which student is wrong?
    Chantelle
  • Which of the following numbers is a multiple of both 6 and 9?
    18
  • What is the missing prime factor
    13
  • Which number is a prime number?
    19
  • Is this always, sometimes, or never a multiple of 4. Why?
    Sometimes... when x=2, no as answer = 0
  • Which number (other than 1) is a common factor of 14 and 35?
    7
  • What number is represented by the prime factor tree
    27