1) Find the time to complete this project assuming the given duration of each task is constant. Note, how many possible paths are there through this system? 2) Find the time to complete this project assuming the duration of each task is normally distributed with a mean equal to the given duration and a standard deviation equal to 20% of that duration. (Example: for Task J, mean = 3, standard deviation = 0.6) 3) Find the time to complete this project assuming given the duration of each task has a triangular with the given duration equal to the most likely value, the minimum value is 20% less and the maximum value is 50% more. (Example: for Task J, min = 2.4, most likely = 3, max = 4.5)

1) Find the time to complete this project assuming the given duration of each task is constant. Note, how many possible paths are there through this system? 2) Find the time to complete this project assuming the duration of each task is normally distributed with a mean equal to the given duration and a standard deviation equal to 20% of that duration. (Example: for Task J, mean = 3, standard deviation = 0.6) 3) Find the time to complete this project assuming given the duration of each task has a triangular with the given duration equal to the most likely value, the minimum value is 20% less and the maximum value is 50% more. (Example: for Task J, min = 2.4, most likely = 3, max = 4.5)

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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The information below shows the order in which the activities of a project occur alongwith the time taken for each activity:Q must follow PR must follow PS must follow PT must follow SU must follow S and TV must follow S and TW must follow P, Q, R, S, T , U, VP takes 8 minutesQ takes 6 minutesR takes 6 minutesS takes 3 minutesT takes 3 minutesU takes 7 minutesV takes 7 minutesW takes 18 minutesConstruct an activity network to represent the project information given. Include the earlystart, early finish, late start and late finish times for EACH activity. Hence, determine thecritical path for the project.
. True/False Statements (Tick the correct option)  Selection of the critical path in network activity diagram for any project, is always focused onresult of the minimum time duration of the critical activities [ True / False ] Suppose, we have total 03 activities in the project “X”; namely L, M and N respectively. An activity “M” is the immediate successor of the activity “L”, while the activity “M” is the immediate predecessor for the activity “N”. According to this scenario, an activity “M” will be the last activity of the project “X” in the network activity diagram [True / False ] The dummy activity consumes both time and resources [True / False ] Towards the optimal solution through stepping stone method, when degeneracy problem is occurred, the next step is to focus on searching lowest value on the independent position in a non-allocated cells [True / False ] Hungarian algorithm, first convert any given assignment matrix into row reduction matrix [True / False
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