Question

In: Economics

Elevators generally break down at random times and for different reasons. Elevator maintenance contractors must have...

Elevators generally break down at random times and for different reasons. Elevator maintenance contractors must have trained service personnel to provide routine and emergency service. Shan On Elevator has 200 service personnel to maintain 1,000 elevators.

a. Suppose that Shan On has received a contract to maintain an additional 1,000 elevators. Do you expect that Shan On will need to double service personnel? Why or why not? b. Does the example in (a) illustrate economies of scale or scope?

c. Escalators and elevators use quite different technology and parts. But many clients operate both escalators and elevators. Are there any economies of scope for a contractor to maintain both escalators and elevators?

Kindly use a graph to illustrte the answer wherever neccesary

on this case study can you identify the main problem and what is the objectives? thank you

Solutions

Expert Solution

a. Answer: No, I don't expect that Shan On will need to double service personnel. If we suppose that elevator breakdowns are independent, thus the average rate of breakdowns will obey the law of huge numbers. Shan would be in a position to predict the number of breakdowns with relatively minimum error when it maintains a larger number of elevators. Thus, does not require increasing the number of service people by the similar proportion as the number of elevators to be maintained.

 

b. Answer: Economies of scale because Shan On Elevator is reducing the average cost (cost per unit) arising from increasing the scale of production for a single product. On contrary economies of scope arises due to lower average cost by producing more types of products.

 

c. Answer: There do not appear to be economies of scope because they does not require to increase the number of service people by the similar proportion as the number of elevators to be maintained


Related Solutions

Suppose you ran your elevator simulation program N times with different random number seeds to generate...
Suppose you ran your elevator simulation program N times with different random number seeds to generate N independent measurements of the average travel time X1, X2,⋅⋅⋅, XN a. State the correct formula for the 95% confidence interval for the global average travel time across all N runs assuming that each run of your simulation program was long enough to assume that the average travel times across different runs have an i.i.d. normal distribution. [HINT: Remember to use the t-distribution, because...
What do you understand by break down maintenance? Discuss the various features of breakdown maintenance management?
What do you understand by break down maintenance? Discuss the various features of breakdown maintenance management?
What advantage would an organism have if it can break down starch?
What advantage would an organism have if it can break down starch?
please break down different types of hydrocarbon that is produced and describe them and tell little...
please break down different types of hydrocarbon that is produced and describe them and tell little bit about their importance in oil and gas industry
1. For a type of power tool, the useful life (before they break down and have...
1. For a type of power tool, the useful life (before they break down and have to be replaced) has a population mean µ = 72 months with a population standard deviation σ = 20 months. A random sample size n = 36 is taken. What is the probability that the sample mean is less than 68 months?
Recall that for a random variable to be a binomial random variable, you must have an...
Recall that for a random variable to be a binomial random variable, you must have an experiment which meets the following three criteria: 1: There are exactly two outcomes for each trial. 2: There are a fixed number (n) of trials. 3: The trials are independent, and there is a fixed probability of success (p) and failure (q) for each trial. For each of the two situations described below, please indicate if the variable X (as defined in each situation)...
Explain why cash flows occurring at different times must be adjusted to reflect their value as...
Explain why cash flows occurring at different times must be adjusted to reflect their value as of a common date before they can be compared, and be able to calculate the present value and future value for problems with multiple cash flows. Explain how an ordinary annuity differs from an annuity due and be able to calculate the present value and the future value of an ordinary annuity and annuity due. Explain what a perpetuity is and where we see...
The waiting times​ (in minutes) of a random sample of 20 people at a bank have...
The waiting times​ (in minutes) of a random sample of 20 people at a bank have a sample standard deviation of 3.4 minutes. Construct a confidence interval for the population variance sigma squared and the population standard deviation sigma. Use a 90 % level of confidence. Assume the sample is from a normally distributed population.
What are some different reasons that scholars have given for the occurrence of revolutions?
What are some different reasons that scholars have given for the occurrence of revolutions?
I have had some trouble understanding the IRR formula. Can you guy break it down.
I have had some trouble understanding the IRR formula. Can you guy break it down.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT