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Math 8 · Unit 1: Integers · Cambridge Lower Secondary Maths Stage 8

1.2 Multiplying and dividing integers

42 questions · e.g. (−3) × (−4) = ?

Practice

Questions

  1. 1. Here is a sequence of multiplications. Which three multiplications continue it?

    7 × −4 = −285 × −4 = −203 × −4 = −121 × −4 = −4
    Check
  2. 2. Work out −5 × 8

    Check
  3. 3. Work out −5 × −8

    Check
  4. 4. Work out −9 × −11

    Check
  5. 5. Work out −20 × −6

    Check
  6. 6. Put these multiplications into two groups: positive and negative answers. Match each multiplication to its group.

    • −12 × −3
    • −4 × 9
    • 18 × 2
    • 9 × −4
    • Positive
    • Positive
    • Negative
    • Negative
    Check
  7. 7. Copy and complete this multiplication table.

    ×−4−9−65−45−8−16

    Fill the blanks with these.

    Check
  8. 8. Work out (3 + 4) × 5

    Check
  9. 9. Work out (3 + −4) × 5

    Check
  10. 10. Work out (−3 + −4) × −5

    Check
  11. 11. Work out (3 + −4) × −5

    Check
  12. 12. Estimate the answers by rounding numbers to the nearest integer. −2.9 × −8.15

    Check
  13. 13. Estimate the answers by rounding numbers to the nearest integer. 10.8 × −6.1

    Check
  14. 14. Estimate the answers by rounding numbers to the nearest integer. (−8.8)²

    Check
  15. 15. Estimate the answers by rounding numbers to the nearest integer. (−4.09)²

    Check
  16. 16. Work out (−6)² + (−8)² − (−10)²

    Check
  17. 17. This is a multiplication pyramid. Each number is the product of the two numbers below. For example, 3 × −2 = −6. Copy and complete the pyramid.

    −63−2−14

    Fill the blanks with these.

    Check
  18. 18. This is a multiplication pyramid. Each number is the product of the two numbers below. Which order of the numbers −2, −1, 3 and 4 on the bottom row makes the top number 3456?

    −63−2−14
    Check
  19. 19. The product of two integers is −6. Which pair of integers could they be?

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  20. 20. The product of two integers is 6. Which pair of integers could they be?

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