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Single channel queue problem Grocery problem| system modelling and simulation| VTU

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Grocery problem
This video contains a system modelling and simulation for the Grocery Problem which is present in VTU syllabus of 8th semester.(2021, 17CS834)
This video contains the full solution of Grocery Problem.
Grocery Problem question
you have a problem like this
A small grocery store has only one checkout counter, customer arrives at this checkout counter at random times that are from 1 to 8 minutes apart, each possible value of interval arrival time[IAT] has the same probability of occurance, the service time vary from 1 to 6 minutes with the probability
Solution of Grocery Problem in VTU
Steps:
Table:1 Distribution of time arrived
Table:2 Service time distribution
Table:3 Time btwn arrival distribution
Table:4 Service time distribution
Table:5 simulation distribution table for 8 customers
The customer arrives at the check out counter at random from 1 to 8 min apart. Each has
same probability of occurrence. The service time varies from 1 to 6 mins apart. Each possible
value of service time has same probability of occurrence. Develop the simulation distribution
table for 10 customers.
Now, we have to calculate the Arrival time for each customer. In the question, they have provided some Random Digits for Arrival Time.
The customer arrives at the check out counter at random from 1 to 8 min apart. Each has same probability of occurrence. The service time varies from 1 to 6 mins apart. Each possible value of service time has same probability of occurrence. Develop the simulation distribution table for 10 customers.
Now, we have to calculate the Service time for each customer. In the question, they have provided some Random Digits for Service Time.
This video contains a system modelling and simulation for the Grocery Problem which is present in VTU syllabus of 8th semester.(2021, 17CS834)
This video contains the full solution of Grocery Problem.
Grocery Problem question
you have a problem like this
A small grocery store has only one checkout counter, customer arrives at this checkout counter at random times that are from 1 to 8 minutes apart, each possible value of interval arrival time[IAT] has the same probability of occurance, the service time vary from 1 to 6 minutes with the probability
Solution of Grocery Problem in VTU
Steps:
Table:1 Distribution of time arrived
Table:2 Service time distribution
Table:3 Time btwn arrival distribution
Table:4 Service time distribution
Table:5 simulation distribution table for 8 customers
The customer arrives at the check out counter at random from 1 to 8 min apart. Each has
same probability of occurrence. The service time varies from 1 to 6 mins apart. Each possible
value of service time has same probability of occurrence. Develop the simulation distribution
table for 10 customers.
Now, we have to calculate the Arrival time for each customer. In the question, they have provided some Random Digits for Arrival Time.
The customer arrives at the check out counter at random from 1 to 8 min apart. Each has same probability of occurrence. The service time varies from 1 to 6 mins apart. Each possible value of service time has same probability of occurrence. Develop the simulation distribution table for 10 customers.
Now, we have to calculate the Service time for each customer. In the question, they have provided some Random Digits for Service Time.
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