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The G. Saussy Manufacturing company is putting out 4 new electronic
components.
The G. Saussy Manufacturing company is putting out 4 new electronic
components. Each of Saussy’s 4 plants has the capacity to add 1 more
product to its current line of electronic parts. The unit manufacturing
costs for producing the different parts at the 4 plants are shown in the
accompanying table. How should Saussy assign the new products to the
plants to minimize manufacturing costs?
Refer to table attached which was supposed to be inserted here !!!!
12-38.
Buster’s Burger is a hamburger restaurant where customers form a single
line for the 1 cashier. The average number of arrivals is 1 per minute
and the Poisson distribution accurately defines this rate. The average
time to serve a customer is 30 seconds, and the exponential distribution
may be used to describe the distribution of service times.
a) What are λ and μ in this situation?
b) Using Kendall notation, what type of queuing system is this?
c) What percentage of time is the cashier busy?
d) What percentage of time is the cashier idle?
e) What is the average length of the line?
f) How many minutes does the average customer spend waiting in line?
g)
How many minutes typically elapse from the time the person enters the
line until the person gets the food and leaves the system?
Please
refer to the table that I attached which is apart of the problem.
Answer thoroughly with explanation and answers. No plagiarism !
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