What is the distribution of the number of Type A customers arriving in a 2-hour period? Specify the distribution and its mean. Distribution: [dist] Mean: [mean]

Customers arrive at a service desk according to a Poisson process with rate

A server system consists of two identical servers. Jobs arrive according to a Poisson process with rate 4 per hour, and each job is served by one server. Service times are exponentially distributed with rate 3 per hour per server. That is, if both servers are busy, the total service rate is 6 per hour. The system can hold a maximum of 3 jobs (including jobs in service and in the queue). Any arriving job when the system already has 3 jobs is rejected (lost). Show your work on your scratch paper answering Q4-Q7.

Explain the tragedy of the Emmitt Till case. 

Compute the effective arrival rates (per hour) to S1 and S2. Show your work on the scratch paper. Provide two digits after the decimal point. Effective arrival rate to S1: [s1] Effective arrival rate to S2: [s2]

What law was specifically challenged by the Freedom Riders? 

What is the distribution of the interarrival time of Type A customers? Specify the distribution and its mean in minutes. Distribution: [dist] Mean: [mean]

Write down the generator matrix G on your scratch paper. Leave the Canvas answer blank. 

Where did the Briggs v Elliot case take place and why was it important? 

Peter discovers that his wife is cheating on him with his best friend. Distraught, he buys a gun and follows her to his friend’s house, where she enters. He walks up to the door, gun in hand, and is about to knock on the door with the intent to shoot them both. But then he has a change of heart and decides this is a bad idea. He gets back in his car and drives away. What crimes, if any, has Peter committed?