Current Location Take Test: Exam 3 Skip to Course Menu Skip to Top Frame Tabs Content Top of Form Assistive Technology Tips [opens in new window] Instructions Description Instructions Timed Test This Test has the time limit of 5 hour. This Test will save and submit automatically when the time expires. Warnings appear when half the time, 5 minutes, 1 minute, and 30 seconds remain. Multiple This Test allows 2 attempts. This is attempt number 1. Attempts Force This Test can be saved and resumed later. Completion Saving Answer Remaining Time: 4 hours, 58 minutes, 41 seconds. Question Completion Status: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Question 1 A single machine work center has five jobs assigned to it. They are labeled, in the order of their arrival in the shop, as jobs A, B, C, D and E. The work center may work on only one job at a time and must complete any job it starts before starting another job. Job A has a processing time of 6 days and is due to the customer in 9 days. Job B has a processing time of 2 days and is due in 16 days. Job C has a processing time of 4 days and is due in 10 days. Job D has a processing time of 3 days and is due in 7 days. Job E has a processing time of 5 days and is due in 12 days. Using the firstcomefirstserved priority rule, what is the number of late (tardy) jobs? Answer 0 (zero) 1 2 3 4 5 points Question 2 A single machine work center has five jobs assigned to it. They are labeled, in the order of their arrival in the shop, as jobs A, B, C, D and E. The work center may work on only one job at a time and must complete any job it starts before starting another job. Job A has a processing time of 6 days and is due to the customer in 9 days. Job B has a processing time of 2 days and is due in 16 days. Job C has a processing time of 4 days and is due in 10 days. Job D has a processing time of 3 days and is due in 7 days. Job E has a processing time of 5 days and is due in 12 days. Using the shortest (earliest) due date rule, what is the average completion (flow) time of all jobs? Answer 4.0 12. 6 2.6 5 points Question 3 A single machine work center has five jobs assigned to it. They are labeled, in the order of their arrival in the shop, as jobs A, B, C, D and E. The work center may work on only one job at a time and must complete any job it starts before starting another job. Job A has a processing time of 6 days and is due to the customer in 9 days. Job B has a processing time of 2 days and is due in 16 days. Job C has a processing time of 4 days and is due in 10 days. Job D has a processing time of 3 days and is due in 7 days. Job E has a processing time of 5 days and is due in 12 days. Using the shortest processing (operating) time priority rule, what will be the average tardiness of these orders? Answer 2. 6 2. 0 3. 0 5 points Question 4 A single machine work center has five jobs assigned to it. They are labeled, in the order of their arrival in the shop, as jobs A, B, C, D and E. The work center may work on only one job at a time and must complete any job it starts before starting another job. Job A has a processing time of 6 days and is due to the customer in 9 days. Job B has a processing time of 2 days and is due in 16 days. Job C has a processing time of 4 days and is due in 10 days. Job D has a processing time of 3 days and is due in 7 days. Job E has a processing time of 5 days and is due in 12 days. Using the shortest processing (operating) time priority rule, what will be the average number of jobs in the system? Answer 5 4 3 2. 5 5 points Question 5 A machine shop has two machines, M1 and M2. Four jobs A, B, C, and D need to be processed through machines M1 first and M2 second. Job A will take one hour on machine M1 and three hours on machine M2. Job B will take three hours on M1 and two hours on M2. Job C, takes seven hours on M1and three hours on M2. Job D, requires five hours on M1 and one hour on M2. Using Johnson’s rule, in what order should these jobs be done? Select one of the following answers. Answer ABC D ACB D DA BC DA CB 5 points Question 6 Consider the following data for a fivejob, 2machine, flowshop problem. Find the value of makespan (minimum time to complete all jobs) using the sequence ABCDE. (Note: It is suggested that you draw the Gantt chart first.) Time Time Job M1 M2 A 1 2 B 4 2 C 1 3 D 5 4 E 3 5 Answer 1 6 1 9 2 0 3 0 5 points Question 7 Which of the following is a measure of whether the job is done ahead of, on, or behind schedule? Answer average number of jobs in system mean flow time makespan job tardiness job lateness 5 points Question 8 Suppose SPT rule is being used in a “dynamic” scheduling problem. There are five jobs A,B,C,D, and E ready to be processed at the present time. The processing times for the five jobs are 1, 9, 7, 2, and 6 days respectively. A new job F will arrive on the 8th day. The processing time for job F is 5 days. On which day (from present time) job F will be completed? Answer 2 5 1 4 1 3 5 5 points Question 9 Johnson’s rule gives the optimal answer for which of the following type of problems? Answer Minimize make span in a two machine flow shop Minimize make span in a two machine job shop Minimize make span in a single machine problem Minimize make span in both two machine flow and job shops. 5 points Question 10 Which scheduling rule will minimize the average number of jobs in a single machine scheduling problem? Answer First Come First Served (FCFS) Earliest Due Date (EDD) Shortest Processing Time (SPT) Does not matter which rule you use. All rules will give the same answer. 5 points Question 11 Use the data given in the following table and the relationships between activities shown in the Activity on Node (AON) network. Find the project duration (earliest completion time of the project). Activity A B C D E F G Time (days) 5 6 9 4 9 3 4 Answer 2 1 2 2 2 5 2 8 3 1 5 points Question 12 Use the data given in the following table and the relationships between activities shown in the Activity on Node (AON) network. What is the latest start time of activity C if the project completion time (due date) is set at 33 day? Activity A B C D E F G Time (days) 5 6 9 4 9 3 4 Answer 5 7 33 Zero (0) 5 points Question 13 The data for a TimeCost CPM Scheduling model analysis are given below. The times are in days. What is the minimum cost to complete this project in 14 days? (Hint: This problem requires crashing). Activity Immediate Predecessor A None B A C A D B and C E D Answer 18,00 0 27,10 0 18,30 0 300 5 points Question 14 Normal Time 4 4 2 4 3 Crash Time 2 3 1 2 1 Normal Cost ($) 2000 3000 2000 5000 6000 Crash Cost ($) 4000 6000 2500 5600 9000 You are working on a project that has 12 activities. You determine that the critical path consists of only five activities. You then compute the variances for the five critical path activities and these variances are 3, 4, 2, 1, and 6 days. The desired completion date for the project is 44 days and the expected completion date for the project is 40 days. Which of the following alternatives gives the probability that the project will be completed by the desired completion date? Answer Close to 1.0 Close to 0.3413 Close to 0.8413 Close to 0.5987 Close to 0.0987 5 points Question 15 Suppose the length of critical path in a project is 50 days. The probability of completing the project within 50 days is: Answer Less than 50% Greater than 50% Equal to 50% Can not be determined from the above data 5 points Question 16 Suppose the length of critical path in a project is 40 days and the standard deviation is 2 days. What due date should be set for the project so that the probability of completing the project is 95%? Round the answer to the nearest higher integer. Answer 4 0 4 1 4 4 4 5 5 points Question 17 The longest path in a network is called the critical path. Is it possible to have more than one critical path in a network? Answer ye s no 5 points Question 18 You have collected the data for a TimeCost CPM Scheduling model analysis. The time is in days and the project “direct costs” are given below. The indirect costs for the project are determined on a daily duration basis and are given below: Activit Immediate Normal Time Crash Time Normal Cost Crash Cost y Predecessor (days) (days) ($) ($) A None 3 2 300 400 B A 3 3 100 100 C A 1 1 200 200 D B and C 3 2 400 550 E D 2 1 500 900 F E 3 3 200 200 G F 2 2 100 100 Total indirect costs for 16 days of project duration: $ 600 Total indirect costs for 15 days of project duration: $ 400 Total indirect costs for 14 days of project duration: $ 200 Total indirect costs for 13 days of project duration: $ 100 At what project duration do we achieve the lowest total project cost (i.e., direct plus indirect costs)? Answer 16 days 15 days 14 days 13 days 5 points Question 19 Consider a project having the following ten activities. What is the critical path? Activity A B CD E FGH I J Immediate Predecessor None None A A, B C, D D C E, G E, F H, I Time (weeks) 7 3 56 4 498 6 5 Answer ACGHJ ABCDEFGHIJ ADEHJ BDFIJ 5 points Question 20 Consider a project having the following ten activities. What is the slack time of activity B? Activity A B CD E FGH I J Immediate Predecessor None None A A, B C, D D C E, G E, F H, I Time (weeks) 7 3 56 4 498 6 5 Answer zer o 8 11 3 19 5 points Save and Submit Click Save and Submit to save and submit. Click Save All Answers to save all answers. Click Close Window to close window. 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