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Problems
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1. Create a WBS for the task of painting a room. Assume that the process model is for home work projects with activities: plan work, buy supplies, do work, clean up.
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A couple of useful sites are sunset.usc.edu/research/COCOMOII or www.jsc.nasa.gov/bu2/COCOMO.html.
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CHAPTER 4 Software Project Planning
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2. Create a WBS for the software development of the software for the following dental o ce: Tom is starting a dental practice in a small town. He will have a dental assistant, a dental hygienist, and a receptionist. He wants a system to manage the appointments. When a patient calls for an appointment, the receptionist will check the calendar and will try to schedule the patient as early as possible to ll in vacancies. If the patient is happy with the proposed appointment, the receptionist will enter the appointment with the patient name and purpose of appointment. The system will verify the patient name and supply necessary details from the patient records, including the patient s ID number. After each exam or cleaning, the hygienist or assistant will mark the appointment as completed, add comments, and then schedule the patient for the next visit if appropriate. The system will answer queries by patient name and by date. Supporting details from the patient s records are displayed along with the appointment information. The receptionist can cancel appointments. The receptionist can print out a noti cation list for making reminder calls 2 days before appointments. The system includes the patient s phone numbers from the patient records. The receptionist can also print out daily and weekly work schedules with all the patients. 3. Create a WBS for the software development of the software for the following B&B problem: Tom and Sue are starting a bed-and-breakfast in a small New England town. They will have three bedrooms for guests. They want a system to manage the reservations and to monitor expenses and pro ts. When a potential customer calls for a reservation, they will check the calendar, and if there is a vacancy, they will enter the customer name, address, phone number, dates, agreed upon price, credit card number, and room number(s). Reservations must be guaranteed by 1 day s payment. Reservations will be held without guarantee for an agreed upon time. If not guaranteed by that date, the reservation will be dropped. 4. Create a WBS for the software development of the software for the following automobile dealership problem: An automobile dealer wants to automate its inventory. It can record all of the cars that a customer purchases. It records all repairs. It records all arriving shipments of repair parts. The dealer wants daily reports on total daily repairs, daily sales, and total inventory. This report is called dailyreport. The dealer also keeps track of all customers and potential customers that visit the dealership. The dealer also wants a monthly report showing all visits and purchases by customers listed by day of the month. The dealer also wants the ability to query about any customer or potential customer. 5. Draw the PERT diagram for the tasks of Problem 1. 6. Draw the PERT diagram for the given set of tasks and dependencies. Complete the table showing the critical path and the slack times.
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Node a b c d e f g h
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Time 10
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Finish
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a a a b,c b,d c,d e,f,g
5 2 3 7 9 5 6
7. Draw the PERT diagrams for the given set of tasks and dependencies. Complete the table showing the critical path and the slack times.
Node a b c d e f e d,f a,f,b a,f a Dependencies Time 10 10 10 20 8 5 Start Time Stop Time
8. Estimate the cost parameters from the given set of data:
Project a b c Size (KLOC) 30 5 20 Cost (programmer-months) 84 14 56
CHAPTER 4 Software Project Planning
d e f 50 100 10 140 280 28
9. Estimate the cost parameters from the given set of data:
Project a b c d e f
Size (KLOC) 30 5 20 50 100 10
Cost (programmer-months) 95 80 65 155 305 35
10. Calculate COCOMO e ort, TDEV, average sta ng, and productivity for an organic project that is estimated to be 39,800 lines of code. 11. Calculate the unadjusted function points for the problem description of Problem 2.
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