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By:Pedro De la Roche and Agustin Jaramillo.  Rules/how to play  How does it work  Probabilities  Experimental probabilitie  Conclusion.

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Presentation on theme: "By:Pedro De la Roche and Agustin Jaramillo.  Rules/how to play  How does it work  Probabilities  Experimental probabilitie  Conclusion."— Presentation transcript:

1 By:Pedro De la Roche and Agustin Jaramillo

2  Rules/how to play  How does it work  Probabilities  Experimental probabilitie  Conclusion

3  First you need to pay 5 dollars so you can play. Then you need to throw only one marble on the spiner,if it falls on -5 you will lose 5 thousand pesos,if you get a jack pot you will win 15 thousand pesos, if it falls on a blue you will win 1 thousand pesos,if it falls on yellow you will win 3 thousand pesos,if it falls on red you will win 5 thousand pesos,if it falls on green you will win 500 pesos,and if it falls out you will throw again. So good luck playing.

4  The game consists in wining money and it’s a game of probability that you have the same probabilities of winning and loosing so it’s a fair game.

5  In theory you have 3/6 (1/2)of probabilitie of winning and other 3/6 (1/2)of probabilities of loosing.  For blue you have  For green you have  For red you have  For yellow you have

6  1 red 26 yellow  2 green 27 blue  3 green 28 jack pot  4 yellow 29 blue  5 red red= 8/50 30 yellow  6 red 31 yellow  7 jack pot 32 jack pot  8 blue green=10/50 33 green  9 blue 34 green  10 minus 5 35 red  11 red Yellow= 11/50 36 red  12 yellow 37 red  13 blue 38 green  14 blue blue= 15/50 39 red  15 yellow 40 blue  16 blue 41 green  17 yellow jack pot= 5/50 42 green  18 jack pot 43 blue  19 yellow 44 blue  20 blue minus 5= 1/50 45 blue  21 green 46 yellow  22 blue 47 green  23 jack pot 48 blue  24 yellow 49 green  25 blue 50 yellow

7  We think our game should be on a carnival because it’s a geme people would like the game and they will try to test their luck and it’s a fair game.


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