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The Carnival Game Skittles Fall By: Ana Sofia Ramirez And Daniela Garduno 7.5.

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Presentation on theme: "The Carnival Game Skittles Fall By: Ana Sofia Ramirez And Daniela Garduno 7.5."— Presentation transcript:

1 The Carnival Game Skittles Fall By: Ana Sofia Ramirez And Daniela Garduno 7.5

2 Rules This game is based on the luck and probability you have. You must pay 10$ for the entrance. We will blind fold you so that you cant see nor cheat You will put your hand in a bowl with skittles and one MM and you will pick one Depending on the candy you chose we will give you the amount of money you deserve But if you pick the MM you wont win money Yo4 will have only one opportunity.

3 Expenses, Pay Out and Expected Profit Example: 100 people Cost of entrance: $ 10 Total cost of entrance: $ 1,000 100 · 10: 1,000 We must pay: $ 760 156+147+147+136+174 We will win: $ 240 1,000 – 760 : 240 Each person will win: $ 120 240/ 2 : 120

4 Color of Skittle QuantityPercentAmount of Money Payed Orange834.8 %$ 5 Green417.4 %$ 8 Yellow28.7 %$ 17 Red521.7 %$ 7 Purple313.0 %$ 12 M & M14.3 %$ 0

5 Experimental probability The experimental probability is when you actually try your experiment and write down your results. We made 50 trials and in those trials we got these results. 1.Purple 2.Orange 3.Yellow 4.Green 5.Yellow 6.Green 7.Yellow 8.Orange 9.Red 10.Green 11.Red 12.Green 13.Orange 14.Yellow 15.Orange 16.Orange 17. Orange 18. Purple 19. Purple 20. Orange 21. Green 22. Red 23.MM 24.Red 25.MM 26. Orange 27.Purple 28. Orange 29. Purple 30. Yellow 31.Orange 32. Yellow 33.Red 34. Green 35.Purple 36. Orange 37. Orange 38.Red 39. Green 40. MM 41.Red 42. Green 43.Orange 44.Green 45.Green 46.Orange 47.Red 48.Green 49.Red 50. Yellow According to our own trials the most often was: The Orange According to our result the least often was: The MM Results: IIIIIIIIIII:11 IIIIII: 6 IIIIII:6 III:3 IIIIIIII:8 IIIIIIIIIIII:12

6 Theorical probability The Theorical probability is when a math problem has a theory by its self. 1.Orange: $5= 8 skittles= 34.8% 2.Green: $8= 4 skittles= 17.4% 3.Yellow: $17= 2 skittles= 8.7% 4.Purple: $12= 3 skittles= 13.0% 5.Red: $7= 5 skittles= 21.7% 6.MM: $0= 1 MM= 4.3% We find out the percent because there are 23 skittles in total so we divided 100people by the total of skittles and the skittles of that color. Exm: 100/23/8= 34.8%

7 Difference between the two probability's The difference is that the experimental is when you actually try to do the experiment several times by your self or with someone else and the Theorical is when a math problem has a theory by its self to help it figure out. Exm: Experimental (write down your result) Theorical (write down your process/how did you figure it)

8 Report or presentation I think that our game should be on the carnival because it is fair and you have a lot of chances to win money. We also think that I should be on the carnival because people will like the fact that they win money; and some people like luck and probability. That is why the game of us should be on t carnival. We think that the people will love to play this game because most of them are lucky and get a lot of money and they can have fun playing in a different way.


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