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THIS IS Jeopardy. THIS IS Jeopardy Jeopardy Geometric Integral Comparison nth Term Alternating Ratio/Root Sequence

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Presentation on theme: "THIS IS Jeopardy. THIS IS Jeopardy Jeopardy Geometric Integral Comparison nth Term Alternating Ratio/Root Sequence"— Presentation transcript:

1

2 THIS IS Jeopardy

3 Jeopardy Geometric Integral Comparison nth Term Alternating Ratio/Root Sequence 100 100 100 100 100 100 200 200 200 200 200 200 300 300 300 300 300 300 400 400 400 400 400 400 500 500 500 500 500 500

4 Determine if the Series Converges or Diverges Find the Sum if it Converges
A 100

5 Diverges! A 100

6 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Find the Sum if it Converges A 200

7 Converges, “24” A 200

8 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Find the Sum if it Converges A 300

9 Converges, “7/4” A 300

10 Determine if the Series Converges or Diverges, Find the Sum if Converges
A 400

11 Diverges! A 400

12 Determine if the Series Converges or Diverges, Find the Sum if it Converges
A 500

13 Converges, “30/7” A 500

14 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Show what the Limit Converges to B 100

15 Diverges B 100

16 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Show what the Limit Converges to 𝑛→1 ∞ 1− 1 𝑛+1 𝑛 B 200

17 Converges, “1/e” B 200

18 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Show what the Limit Converges to. B 300

19 Diverges B 300

20 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Show what the Limit Converges to. B 400

21 Converges, “2” B 400

22 Determine if the Series Converges or Diverges
Determine if the Series Converges or Diverges. Show what the Limit Converges to. B 500

23 Diverges! B 500

24 Determine if the Series Converges or Diverges. State how You Know

25 Diverges! DCT  Compare to x1/2

26 Determine if the Series Converges or Diverges. State how You Know

27 Converges, LCT  p-series

28 Determine if the Series Converges or Diverges. State how You Know

29 Diverges! n-th Term Test
C 300

30 DAILY DOUBLE DAILY DOUBLE Place A Wager C 400

31 Determine if the Series Converges or Diverges. State how You Know

32 Diverges! Limit Comparison Test 
p-series C 400

33 Determine if the Series Converges or Diverges. State how You Know

34 Diverges, n-th Term Test
C 500

35 Determine if the Series Converges
Determine if the Series Converges. Then Determine Conditionally or Absolutely D 100

36 Converges, Absolutely D 100

37 Determine if the Series Converges, then Determine if it Converges Absolutely or Conditionally

38 Converges, Absolutely D 200

39 Find the Sum of the First 5 of the Sequence
Find the Sum of the First 5 of the Sequence. Then find the Error Bound of Your Sum D 300

40 Error Bound: +/- 9/16 to Sum5

41 Determine if the Series Converges or Diverges, Conditionally or Absolutely

42 Diverges! D 400

43 Find the Sum of the First 5 in the Series, Then Find the Error Bound of the Sum

44 Error Bound: +/- 2/81 to Sum5

45 Determine if the Series Converges or Diverges

46 Converges! E 100

47 Determine if the Series Converges or Diverges

48 Converges! E 200

49 Determine if the Series Converges or Diverges

50 Diverges E 300

51 Determine if the Series Converges or Diverges

52 Converges! E 400

53 Determine if the Series Converges or Diverges

54 Diverges! E 500

55 Find the n-th Term F 100

56 an= F 100

57 Find the n-th Term F 200

58 an = F 200

59 Find the n-th Term F 300

60 F 300

61 What is the Next Term? F 400

62 F 400

63 Find the Next Term F 500

64 F 500

65 The Final Jeopardy Category is: Calculus AB Topics
Click on screen to begin

66 Click on screen to continue
If a particle is described by s(t)= 0.5sin(0.5πt) from t = 1 to t =5, when does the particle change directions? Click on screen to continue

67 Click on screen to continue

68 Thank You for Playing Jeopardy!


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