Ejemplos Prueba De Poker Simulacion

Prueba de poker
0.66667 | 0.59489 | 0.9282 | 0.07266 | 0.97918 |
0.54217 | 0.61723 | 0.27948 | 0.30443 | 0.17038 |
0.38956 | 0.95088 | 0.42866 | 0.26805 | 0.26174 |
0.78313 | 0.68031 |0.36981 | 0.21009 | 0.98637 |
0.13655 | 0.18903 | 0.95187 | 0.96697 | 0.56389 |
0.70007 | 0.87999 | 0.87197 | 0.80151 | 0.60354 |
0.02252 | 0.92777 | 0.37024 | 0.70198 | 0.29505 |
0.57736 | 0.19596| 0.03450 | 0.39305 | 0.44865 |
0.21755 | 0.22514 | 0.90194 | 0.46074 | 0.24702 |
0.41436 | 0.88515 | 0.18487 | 0.59160 | 0.13075 |

Evento | FO | p(x) | FE | (FO-FE)2/FE |
TD | 17 | 0.3024 |15.12 | 0.23375661 |
P | 25 | 0.504 | 25.2 | 0.0015873 |
DP | 3 | 0.108 | 5.4 | 1.06666667 |
T | 3 | 0.072 | 3.6 | 0.1 |
F | 1 | 0.009 | 0.45 | 0.67222222 |
Pk | 1 | 0.0045 | 0.225 |2.66944444 |
Q | 0 | 0.0001 | 0.005 | 0.005 |
∑ | 50 | 1 | 50 | 4.74867725 |

x2p=i=1n(FO-FE)2FE=4.74867725
x2critica=x2α,gl=x20.01,6=16.812
Si x2critica >x2p aceptar Ho
Si x2critica < x2prechazar Ho
4.74867725 < 16.812
Los números pseudoaleatorios r1 son independientes

PRUEBA DE POKER
0.47692 | 0.32392 | 0.81082 | 0.27290 | 0.41612 | 0.41714 |
0.11795 | 0.73530 | 0.50416| 0.94009 | 0.40214 | 0.49805 |
0.37436 | 0.40518 | 0.67775 | 0.65541 | 0.08829 | 0.10422 |
0.47692 | 0.37438 | 0.99571 | 0.89552 | 0.58600 | 0.08376 |
0.11795 | 0.47929 | 0.88375 | 0.46579 |0.37087 | 0.16105 |
0.37437 | 0.34023 | 0.36002 | 0.07152 | 0.14900 | 0.42620 |
0.47825 | 0.26915 | 0.12872 | 0.01041 | 0.29318 | 0.35001 |
0.24265 | 0.58759 | 0.38725 | 0.26526 | 0.84634 |0.18803 |
0.09614 | 0.52077 | 0.68889 | 0.22184 | 0.84268 | 0.96166 |
0.23543 | 0.23961 | 0.04240 | 0.13967 | 0.49945 | 0.68338 |

Evento | FO | p(x) | FE | (FO-FE)2/FE |
TD | 16 | 0.3024 | 18.144| 0.25334744 |
P | 33 | 0.504 | 30.24 | 0.25190476 |
DP | 9 | 0.108 | 6.48 | 0.98 |
T | 2 | 0.072 | 4.32 | 1.24592593 |
F | 0 | 0.009 | 0.54 | 0.54 |
Pk | 0 | 0.0045 | 0.27 | 0.27 |
Q |...