Ahmed owns a gas station. The cars arrive at the gas station according to Uniform distribution with inter-arrival of min
-
- Site Admin
- Posts: 899603
- Joined: Mon Aug 02, 2021 8:13 am
Ahmed owns a gas station. The cars arrive at the gas station according to Uniform distribution with inter-arrival of min
Ahmed owns a gas station. The cars arrive at the gas station according to Uniform distribution with inter-arrival of minimum time of (a) minutes and maximum time is (b) minutes (as in table below). The car service time is given by the following service time distribution: Service Time (in minutes) P (X) 1 6 0.20 0.42 0.26 9 10 0.12
Arrival Time (in Minutes) as 2 b= 8 Arrival Customer Random Number Interarrival Arrival Time Time Service Time Start Service Random Number Service Completion Waiting Time Time Time Time spent in System 9.00 N 0 Blank- 4 9.88 1 0.16 2.96 2.96 2.96 0.65 9 11.96 Blank- 0.52 5.12 8.08 1 0.6 6 17.96 Blank- 3 0.2 3.2 11.28 17.96 0.55 2 23.96 4 0.59 5.54 16.82 23.96 0.44 6 Blank-3 5 0.6 22.42 29.96 0.3 6 35.96 Average waiting Time= Blank-5 Utilization Rate (Fraction of 1) = Blank-6 Find the followings Must round up to 2-digits after decimal point Q1) What is the Blank-1 Value 6.68 7.14 7.54 12.68 13.14 13.54 5.6
Q2) What is the Blank-2 Value Q3) What is the Blank-3 Value Q4) What is the Blank-4 Value Q5) What is the Blank-5 Value Q6) What is the Blank-6 Value (Fraction only. e.g: 0.82 Not 82%)