Continuing on question 9, let's now assume that the 8pm movie premiere depends on the ads available and follows the following cumulative distribution:

If you simulate the system once, how much time (in mins) would the 5th customer (in order of arrival) spend in the cinema in total?

NOTE: for the arrival and the ticket buying processes, you should use the same random streams as given above. for the movie length process, you should use the following random number: 81. DO NOT use any software to generate random numbers and DO NOT generate your own stream of random numbers.

There is a new "Star Galactica" premiere today and everyone is rushing to "Cinema Stars" to see the movie. The gates pf the cinema open at 7:30pm (no one is there at that time) and people are arriving to the cinema according to the following cumulative distribution:

After a person arrives, he has to buy tickets from the only cashier that is working at the cinema. This process takes 1, 2, or 3 minutes according to the following cumulative distribution.

After that, it takes 2 minutes for him to reach the movie room. The movie premiere starts at 8pm and the movie room gate closes at 7:55pm. Whoever arrives at the room gate after 7:55pm, he has to wait until the next time slot. If you simulate this whole system, how many people will they watch the movie premiere at 8.00pm?

NOTE: For this problem, you should use the following stream of random numbers r1 for the arrival process: 35,87,29,45,98,16,77,67,22,11,9,8,17,56,65,35,4,92,81,88,94,14,46,78,83,32,21.and the following stream of random numbers r2 for the ticket buying process: 49,24,45,97,95,12,1,7,65,42,3,98,76,67,92,82,87,33,23,21,28,22,97,65,42,21,40. DO NOT use any software to generate random numbers and DO NOT use your own stream of random numbers.

QUESTION 10 Continuing on one 's w h at the of the depends on the ads available and follows the following cumulative distribution Length of movie (min) Number 126 Cumulative Probability 0.05 0.16 0.73 0.88 89.99,0 my tw o generate random If you smule them once how much time on would the sout in order of spend in the cinema in NOTE for the a n d the buying process you shoudensome random streams as he bove. For the movie length proces, you should use the following random number 1 DO NOT numbers and DO NOT nee your own streams of random 1 None of the above 2144 196 QUESTIONS There is a new "Star Galactica premier today and everyone is rushing to "Cinema Stars" to see the movie. The gates of the cinema open following cumulative distribution 7 30m no one is there at that time and people are wiving to the cinema according to the Time between arrivals (min) Cumulative Probability Random Numbers 0.12 1-12 0.49 13.49 0.87 50-87 1.00 88-99,0 Aber a person arrives, he has to buy boets from the only cashier that is working at the cinema This process takes 12 of 3 minutes according to the following cumulative distribution Time to buy ticket (min) Cumulative Probability Random Numbers 0.09 1.9 0.81 10-81 82-99,0 1.00 m for Ater that takes m e for reach the movie room The movie premiere om and the move on guess Whoever v e rme er , he has to water the next time slot if you e the whole system how many they waich the movie pre NOTE For this prom , you should use the towing stream of random num fore process 35.87 20.45.0 16.7787221 6 5. 4 18 41457121 and the towing stream of random number the to buy process 49246575,121.76542376 672 28733232126 22 7 6542.21,0 DO NOT s y swwel generandom numbers and DO NOT Use your own stream of random numbers 1 None of the above 2 16 310 4 10 QUESTION 10 Continuing on one 's w h at the of the depends on the ads available and follows the following cumulative distribution Length of movie (min) Number 126 Cumulative Probability 0.05 0.16 0.73 0.88 89.99,0 my tw o generate random If you smule them once how much time on would the sout in order of spend in the cinema in NOTE for the a n d the buying process you shoudensome random streams as he bove. For the movie length proces, you should use the following random number 1 DO NOT numbers and DO NOT nee your own streams of random 1 None of the above 2144 196 QUESTIONS There is a new "Star Galactica premier today and everyone is rushing to "Cinema Stars" to see the movie. The gates of the cinema open following cumulative distribution 7 30m no one is there at that time and people are wiving to the cinema according to the Time between arrivals (min) Cumulative Probability Random Numbers 0.12 1-12 0.49 13.49 0.87 50-87 1.00 88-99,0 Aber a person arrives, he has to buy boets from the only cashier that is working at the cinema This process takes 12 of 3 minutes according to the following cumulative distribution Time to buy ticket (min) Cumulative Probability Random Numbers 0.09 1.9 0.81 10-81 82-99,0 1.00 m for Ater that takes m e for reach the movie room The movie premiere om and the move on guess Whoever v e rme er , he has to water the next time slot if you e the whole system how many they waich the movie pre NOTE For this prom , you should use the towing stream of random num fore process 35.87 20.45.0 16.7787221 6 5. 4 18 41457121 and the towing stream of random number the to buy process 49246575,121.76542376 672 28733232126 22 7 6542.21,0 DO NOT s y swwel generandom numbers and DO NOT Use your own stream of random numbers 1 None of the above 2 16 310 4 10