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Q1. Cruz runs a bakery. She has an oven that bakes 20 cookies at a time. It takes 40 minutes on average for her to bake a cookie. What is the average number of cookies Cruz bakes an hour?

Q2. Clare works at the front desk of DESB. Between 10:30am and 11:00am, 10 students stop by to ask questions on average. It usually takes 3 minutes to answer a question. What is the average number of students either waiting or asking questions to Clare at the front desk? (Be careful when you find the flow rate for this question!)

Q3. Hayden commutes to school from Park City. It usually takes her 40 minutes to get to school. She finds that there are, on average, 60 cars that travel to school each hour from Park City. What is the average number of cars on the way to school from Park City?

Jake's Beer, Bait, & Tackle Co. (Q4-Q6)

Jake's Beer, Bait, & Tackle Co. is a small chain of fishing tackle stores in northern Minnesota. In 2009, the company's revenue was $4,300,000 and its cost of goods sold was $3,200,000. Assume 52 weeks and 365 days per year. Assume that the annual inventory holding cost for Jake's is 40%.

Q4. Jake keeps only 5.5 days-of-supply of inventory on average because much of his inventory is live bait and micro-brew beer, both of which have a short shelf life. What is his annual inventory turns? (Round your answer to two decimal places)

Q5. Given that he has 5.5 days-of-supply of inventory on average, how much inventory does Jake have on average (in $)?

Q6. What is the inventory holding cost (in $) of an item that costs Jake $20 and is sold to his customers at $30? (Round your answer to two decimal places)

B&K Consulting (Q7-Q9)

B&K is a strategy consulting firm that divides its consultants into three classes: Associates, Managers, and Partners. The firm has been stable in size for the last 30 years, and on average, there have been 200 Associates, 60 Managers, and 20 Partners. The work environment at B&K is rather competitive. After four years of working as an Associate, a consultant goes "either up or out"; that is, becomes a Manager or is dismissed from the company.

Similarly, after working as a Manager for six years, a Manager either becomes a Partner or is dismissed. The company recruits MBAs as Associates; no hires are made at the Manager or Partner level.

Q7. How many new MBA graduates does B&K hire every year? (Hint: Think of the Associate stage itself as a process and use Little's law to find the number of MBA graduates that are hired each year. The following picture may help.)

1604_associated.png

Q8. What percentage (in %) of new hires at B&K will become Managers (as opposed to being dismissed after 4 years of working as an Associate)? (Hint: Think of the Manager stage itself as a separate process and find how many managers should be appointment each year. The following picture may help.)

1918_manager.png

Q9. Every year, 2 Managers are promoted to Partner level. How many years on average does a Partner stay in the company as a Partner?

A Simple Process (Q10 - Q13)

Consider the following process that makes customized suits. When an order is placed, measurement is taken, which takes 30 minutes to complete. After taking the measurement, materials are prepared and cut, and this takes one hour. Once the materials are prepared and cut, the materials are sewed. Sewing takes 2.5 hours on average per order. The process operates for 10 hours a day. The following picture summarizes the process.

308_sewing.png

Q10. What is the capacity of the process in [suits/day]?

Q11. Assume that the demand for the customized suit is 0.2[suits/hour]. What should the flow rate of the process be in [suits/day]?

Q12. Assume that the demand for the customized suit is 0.5[suits/hour]. What is the implied utilization (in %) of the Sewing stage?

Q13. Assume that the demand for the customized suit is 0.5[suits/hour]. What is the utilization (in %) of the Measuring stage?

Howard County Hospital (Q14-Q19)

The Howard County Hospital is assessing its Emergency Department (ED) capacity so it knows how to expand as the county population grows. The hospital has the following information about the ED:

Resource Number
Nurses 12
Physicians 5
X-ray Technicians 4
Examination rooms 10
Trauma bays 3

On average, nurses need to spend 35 minutes with each patient that comes in. Additionally, physicians need to spend an average of 19 minutes with each patient. Each technician can X-ray up to 5 patients per hour. All patients have to go through one nurse, one physician and the X-ray.

Q14. What is the total capacity of Nurses, as in the maximum number of patients the Nurses can see in one hour? Round your answer to one decimal place.

Q15. What is the total capacity of the X-Ray Technicians (max number of patients that can be X-rayed in one hour)? Round your answer to one decimal place.

Thereafter, the patients are parsed into two categories: 20% of all patients that come into the ED are trauma victims that need to be placed in a trauma bay. The other 80% of the patients go into normal examination rooms. Each trauma patient spends an average of 30 minutes in a trauma bay before leaving the ED (usually then being admitted to the main part of the hospital), whereas non-trauma patients spend an average of 45 minutes in an examination room before leaving the ED.

Q16. Suppose on average 50 patients come to the emergency department every hour. What is the implied utilization (in %) at the trauma bays? (Recall there are 3 trauma bays.)

Q17. Suppose on average 50 patients come to the emergency department every hour. What is the implied utilization at the examination rooms (in %)? (Recall there are 10 examination rooms.)

Q18. Which resource is the bottleneck?

a) Nurses
b) Physicians
c) X-Ray Technicians
d) Examination Rooms
e) Trauma Bays

Q19. Suppose we hired one more physician so that the total number of physicians becomes 6. What will be the capacity of the process, as in the maximum number of patients the Emergency Department can treat in one hour? Round your answer to one decimal place.

Q20. Which of the following statements is TRUE?

a. Implied utilization of a bottleneck stage is always greater than 100%.

b. Utilization of a bottleneck stage is always equal to 100%.

c. A non-bottleneck stage has excess capacity compared to the bottleneck stage, and the implied utilization of a non-bottleneck stage is always less than 100%.

d. A non-bottleneck stage has excess capacity compared to the bottleneck stage, and the utilization of a non-bottleneck stage is always less than 100%.

e. It is possible for utilization of a stage to exceed 100%.

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