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A doctor's office schedules patients at 15-minutes intervals beginning at 9:00 am and ending at 4:00 pm. Patients are equally likely to arrive at any time within 5 minutes of their appointment. The number of minutes the doctor spends with a patient very based on a normal distribution with mean 20 min and standard deviation 3 min.
Simulate this system. Estimate the probability that the doctor will be able to leave by 5:00 pm. Estimate the expected waiting time to meet with the doctor. Create a user form that enables the user to update the distribution's parameters of the arrival time and time with the doctor, as well as the scheduled time between arrivals.
A doctor's office schedules patients at 15-minutes intervals beginning at 9:00 am and ending at 4:00 pm. Patients are equally likely to arrive at any time within 5 minutes of their appointment. The number of minutes the doctor spends with a patient very based on a normal distribution with mean 20 min and standard deviation 3 min.
Simulate this system. Estimate the probability that the doctor will be able to leave by 5:00 pm. Estimate the expected waiting time to meet with the doctor. Create a user form that enables the user to update the distribution's parameters of the arrival time and time with the doctor, as well as the scheduled time between arrivals.