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20 questions and an answer page, sized for A4.

Exponential growth and decay

Year 10 · Functions & Graphs · 20 questions

Name
Date
  1. 1.
    The number of app users starts at 5000 and grows by 20% each year. What is it after 3 years?
  2. 2.
    The number of app users starts at 500 and grows by 25% each year. What is it after 2 years?
  3. 3.
    A population of bacteria starts at 5000 and grows by 50% each year. What is it after 2 years?
  4. 4.
    An investment of $1000 and grows by 10% each year. What is it after 2 years?
  5. 5.
    A population of bacteria starts at 2000 and grows by 20% each year. What is it after 2 years?
  6. 6.
    A population of bacteria starts at 200 and falls by 20% each year. What is it after 3 years?
  7. 7.
    The number of app users starts at 2000 and grows by 20% each year. What is it after 3 years?
  8. 8.
    An investment of $100 and falls by 10% each year. What is it after 2 years?
  9. 9.
    An investment of $100 and grows by 25% each year. What is it after 2 years?
  10. 10.
    A population of bacteria starts at 5000 and falls by 25% each year. What is it after 3 years?
  11. 11.
    An investment of $5000 and grows by 50% each year. What is it after 2 years?
  12. 12.
    An investment of $200 and grows by 5% each year. What is it after 3 years?
  13. 13.
    The number of app users starts at 2000 and falls by 5% each year. What is it after 3 years?
  14. 14.
    An investment of $5000 and falls by 5% each year. What is it after 2 years?
  15. 15.
    The number of app users starts at 5000 and falls by 25% each year. What is it after 3 years?
  16. 16.
    The number of app users starts at 500 and falls by 10% each year. What is it after 3 years?
  17. 17.
    An investment of $500 and grows by 50% each year. What is it after 2 years?
  18. 18.
    A population of bacteria starts at 100 and grows by 50% each year. What is it after 2 years?
  19. 19.
    An investment of $2000 and grows by 10% each year. What is it after 3 years?
  20. 20.
    The number of app users starts at 1000 and falls by 50% each year. What is it after 3 years?

Free maths worksheets and practice: rocketdigits.com/learn/exponential-growth-and-decay

Answers: Exponential growth and decay

  1. 8640
  2. 781.25
  3. 11250
  4. 1210
  5. 2880
  6. 102.4
  7. 3456
  8. 81
  9. 156.25
  10. 2109.38
  11. 11250
  12. 231.53
  13. 1714.75
  14. 4512.5
  15. 2109.38
  16. 364.5
  17. 1125
  18. 225
  19. 2662
  20. 125

Free maths worksheets and practice: rocketdigits.com/learn/exponential-growth-and-decay

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