Can you please assist 8. The statistical measure that indicates how11. By using the appropriate table, the F-value formeasured data vary from the given mean value(Foos, V = 4,v, = 11) is:of that data is known as theA. 2.95А. НурothesisB. SampleВ. 3.18С. 3.36C. VarianceD. 8.62D. Confidence interval12. What is the purpose of using Critical PathQuestions 9 - 10 refers to the scenario below:Method in business?Analysis of varianceA. To create a formula based upon the mostlikely time and least likely time.Degree offreedomSourceSum ofMeanF- RatiosquaressquareB. To find the shortest time to complete theBetween29.62MS,FSamplesWithinproject.SampleError95.4n-kMSWC. To find out faults in the system.D. A method of mapping out the plan for aTotal12513particular activity9. The values of the "within samples" degree offreedom (n-k) and “within sample" mean13. The use of a dummy activity in drawing networkdiagram is tosquare (MSw ) are:A. n-k =11 , MS, =8.67A. maintain the appropriate relationship in thediagramB. n-k =11 , MSw = 6.85B. show that time and resources are used upC. n-k =13, MSw = 6.27C. indicate the critical pathD. n-k =15 , MS = 7.67D. enable the ease of calculation of activitytime10. The value of F in the table is:A. 5.5014. For a given activity G, a = 7, b=11 and m=4 .В. 0.35What is the variance of the activity?С. 2.89A. 0.44D. 1.71В. 0.67С. 1.17D. 1.363 15. Which of the following rules for the19. If the project completion time is normallyconstruction of a PERT diagram isdistributed and the due date for the project isINCORRECT?greater than the expected completion time, thenA. No activity can start until its tail event isthe probability that the project will be finishedreachedby the due date is:B. Loops are allowable in the networkA. less than 0.5C. An event is not complete until all activitiesB. greater than 0.5leading into it are completeC. equal to 0.5D. A network should have only one entryD. undeterminable without more informationevent and one exit event20. The latest finish time for an activity is found16. Of all the paths through a network, the criticalduring the backward pass through the network.path has theThe latest finish time is equal to the:A. maximum actual timeA. largest LF of the activities for which it isB. maximum expected timean immediate predecessor.C. minimum actual timeB. smallest LF of the activities for which it isD. minimum expected timean immediate predecessor.C. largest LS of the activities for which it is17. Which of the following statements best describean immediate predecessor.the way in which the critical path may beD. smallest LS of the activities for which it isdetermined?an immediate predecessor.A. The earliest start time equals the latest starttimeB. The pessimistic time is the least in minutesC. Milestones are equal in length4/6D. Variance18. In the forward pass through a CPM network, theEFT for an activity is computed by:A. adding the EST to the LSTB. subtracting the EST from the LSTC. adding the activity time to the ESTD. adding slack values to the activity time4

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Can you please assist 8. The statistical measure that indicates how11. By using the appropriate table, the F-value formeasured data vary from the given mean value(Foos, V = 4,v, = 11) is:of that data is known as theA. 2.95А. НурothesisB. SampleВ. 3.18С. 3.36C. VarianceD. 8.62D. Confidence interval12. What is the purpose of using Critical PathQuestions 9 - 10 refers to the scenario below:Method in business?Analysis of varianceA. To create a formula based upon the mostlikely time and least likely time.Degree offreedomSourceSum ofMeanF- RatiosquaressquareB. To find the shortest time to complete theBetween29.62MS,FSamplesWithinproject.SampleError95.4n-kMSWC. To find out faults in the system.D. A method of mapping out the plan for aTotal12513particular activity9. The values of the &#34;within samples&#34; degree offreedom (n-k) and “within sample&#34; mean13. The use of a dummy activity in drawing networkdiagram is tosquare (MSw ) are:A. n-k =11 , MS, =8.67A. maintain the appropriate relationship in thediagramB. n-k =11 , MSw = 6.85B. show that time and resources are used upC. n-k =13, MSw = 6.27C. indicate the critical pathD. n-k =15 , MS = 7.67D. enable the ease of calculation of activitytime10. The value of F in the table is:A. 5.5014. For a given activity G, a = 7, b=11 and m=4 .В. 0.35What is the variance of the activity?С. 2.89A. 0.44D. 1.71В. 0.67С. 1.17D. 1.363 15. Which of the following rules for the19. If the project completion time is normallyconstruction of a PERT diagram isdistributed and the due date for the project isINCORRECT?greater than the expected completion time, thenA. No activity can start until its tail event isthe probability that the project will be finishedreachedby the due date is:B. Loops are allowable in the networkA. less than 0.5C. An event is not complete until all activitiesB. greater than 0.5leading into it are completeC. equal to 0.5D. A network should have only one entryD. undeterminable without more informationevent and one exit event20. The latest finish time for an activity is found16. Of all the paths through a network, the criticalduring the backward pass through the network.path has theThe latest finish time is equal to the:A. maximum actual timeA. largest LF of the activities for which it isB. maximum expected timean immediate predecessor.C. minimum actual timeB. smallest LF of the activities for which it isD. minimum expected timean immediate predecessor.C. largest LS of the activities for which it is17. Which of the following statements best describean immediate predecessor.the way in which the critical path may beD. smallest LS of the activities for which it isdetermined?an immediate predecessor.A. The earliest start time equals the latest starttimeB. The pessimistic time is the least in minutesC. Milestones are equal in length4/6D. Variance18. In the forward pass through a CPM network, theEFT for an activity is computed by:A. adding the EST to the LSTB. subtracting the EST from the LSTC. adding the activity time to the ESTD. adding slack values to the activity time4

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8. The statistical measure that indicates how measured data vary from the given mean value of that data is known as the A. Hypothesis B. Sample C. Variance D. Confidence interval