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Calculus Jeopardy Game: Domain, Range, and Limits Review

Dive into this interactive Calculus Jeopardy game focused on essential concepts like domain, range, and limits. Tailored for students reviewing piecewise functions and continuity, this game features a series of questions across multiple difficulty levels, including identifying domains and ranges of various functions as well as determining continuity and discontinuities. Engage your classmates in a fun way to consolidate your understanding of calculus concepts while competing for points. Perfect for classrooms, study groups, or individual revision!

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Calculus Jeopardy Game: Domain, Range, and Limits Review

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  1. Jeopardy Jeopardy Game For Calculus Review

  2. Domain & Range Limits at # Limits @ Infinity Limits of Piecewise Discontinuity $100 $100 $100 $100 $100 $200 $200 $200 $200 $200 $300 $300 $300 $300 $300 $400 $400 $400 $400 $400 $500 $500 $500 $500 $500

  3. $100 Find the Domain and Range: f(x)=4x3-2x+8

  4. $100 D: (-∞, ∞) R: (- ∞, ∞)

  5. $200 Identify the domain and range: f(x)=4x2-5

  6. $200 D: (- ∞, ∞) R:[-5, ∞)

  7. $300 Identify the domain and range g(x)=

  8. $300 D: [-5, ∞) R: [0, ∞)

  9. $400 Identify the domain and range: h(x)=

  10. $400 D: (- ∞,-4)U(-4,4)U(4, ∞) R: (-∞, ∞)

  11. $500 Identify the domain and range: f(x)=

  12. $500 D: [0,2)U(2, ∞) R: (-∞, ∞)

  13. $100

  14. $100 10

  15. $200

  16. $200 8

  17. $300

  18. $300 12

  19. $400 Daily Double

  20. $400 -∞

  21. $500

  22. $500 -.167 or -1/6

  23. $100

  24. $100 ∞

  25. $200

  26. $200 0

  27. $300

  28. $300

  29. $400

  30. $400 -∞

  31. $500

  32. $500 ¾

  33. $100

  34. $100 DNE

  35. $200

  36. $200 -11

  37. $300

  38. $300 ∞

  39. $400

  40. $400 4

  41. $500

  42. $500 1/6 or .167

  43. $100 Determine if the function is continuous. If not identify the discontinuities. f(x)= x2–3x+7

  44. $100 CONTINUOUS

  45. $200 Determine if the function is continuous. If not identify the discontinuities.

  46. $200 Discontinuous Asymptote at x= -6

  47. $300 Determine if the function is continuous. If not identify the discontinuities.

  48. $300 Discontinuous Asymptote at x=5 Jump at x=10

  49. $400 Identify any discontinuities, if possible create a continuous function.

  50. $400 Discontinuous Hole at (1,7)

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