1. Probability Jeopardy Definition 100 TP/EP/Ind/Dep 100 Counting 100
Combination
100
Probability
100
Definition
200
TP/EP/Ind/Dep
200
Counting
200
Combination
200
Probability
200
Combination
300
Probability
300
Definition
300
TP/EP/Ind/Dep
300
Counting
300
Definition
400
TP/EP/Ind/Dep
400
Counting
400
Combination
400
Probability
400
Probability
500
Definition
500
TP/EP/Ind/Dep
500
Counting
500
Combination
500

2. Use to count choices in a given situation.
Definition 100
Use to count choices in a given situation.

3. Number from 0 through 1 that tells how likely something is to happen.
Definition 200
Number from 0 through 1 that tells how likely something is to happen.

4. An arrangement of items in a definite order.
Definition 300
An arrangement of items in a definite order.

5. Definition 400
A probability found by repeating an experiment several times and recording the results.

6. Number of successful choices over the total number of choices.
Definition 500
Number of successful choices over the total number of choices.

7. T.P./E.P./Indep./Dep.100
A coin is flipped. What’s the theoretical probability of landing on tails?

8. T.P./E.P./Indep./Dep. 200
50 trials of flipping a coin. Landing on heads 19 times and tails 31 times. What’s the experimental probability of flipping tails?

9. T.P./E.P./Indep./Dep. 300
Independent or dependent? Event 1: Picking a marble out of the jar and not replacing it. Event 2: Picking another marble out of the same jar.

10. Daily Double: Make a tree diagram when the coin is tossed 3 times.
T.P./E.P./Indep./Dep. 400
Daily Double: Make a tree diagram when the coin is tossed 3 times.

11. T.P./E.P./Indep./Dep. 500
Rolling a 6 sided dice. What’s the theoretical probability of rolling a letter?

12. Counting Principle/Permutation 100
Number of ways to choose a car from 2 interior colors, and 4 exterior colors?

13. Counting Principle/Permutation 200
Number of ways to choose an outfit from 5 pants, 2 shirts, and 3 pair of shoes.

14. Counting Principle/Permutation 300
Daily Double: Number of ways to choose a 4 digit number with the numbers 0-9 with no repeated digits.

15. Counting Principle/Permutation 400
Number of ways to rearrange A, B, C, and D.

16. Counting Principle/Permutation 500
Number of ways to rearrange 3, 5, 6, 7, 8, and 9.

17. Number of ways to choose 3 out of 5 outfits.
Combination 100
Number of ways to choose 3 out of 5 outfits.

18. Number of ways to choose 3 out of 6 desks.
Combination 200
Number of ways to choose 3 out of 6 desks.

19. Number of ways to choose 3 students out of a class of 10.
Combination 300
Number of ways to choose 3 students out of a class of 10.

20. Number of ways to choose 1 out of your 100 favorite movies.
Combination 400
Number of ways to choose 1 out of your 100 favorite movies.

21. Number of ways to choosing 3 out of 8 Olympic runners.
Combination 500
Number of ways to choosing 3 out of 8 Olympic runners.

22. Probability 100
Suppose three coins are tossed. What’s the probability of getting all tails?

23. Probability 200
Two 6 sided dice were thrown. What’s the probability of rolling a 3 or a 5?

24. Probability 300
Three spinners with 6 equal sized sector are labeled A, B, C, D, E, and F. What’s the probability of getting all A’s?

25. Probability 400
Three spinners with 6 equal sized sector labeled A, B, C, D, E, and F. What’s the probability of getting all vowels?

26. Probability 500
Daily Double: What is the probability of not getting the same numbers in your 9 digit social security number using number 0-9?

27. Daily Double

28. Daily Double