Operations Management
Operations Management
17th Edition
ISBN: 9781259142208
Author: CACHON, Gérard, Terwiesch, Christian
Publisher: Mcgraw-hill Education,
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Textbook Question
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Chapter 19, Problem 1CQ

A project has four activities that take 4, 3, 6, and 7 days, respectively. What is the total completion time for the project?

  1. a. 3 days, because this is the minimum time
  2. b. 7 days, because this is the maximum time
  3. c. 20 days, because this is the sum of the times
  4. d. It is not possible to determine the total completion time from the given information.
Expert Solution & Answer
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Summary Introduction

To determine: The total completion time for the project.

Answer to Problem 1CQ

D. It is not possible to determine the total completion time from the given information.

Explanation of Solution

Given information:

Four activities of a project take 4, 3, 6 and 7 days respectively.

The given scenario lacks basic information to find the completion time of the project. Details like precedence relationship is not given which makes it impossible to find the sequence of activities in which the project must be done.

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Students have asked these similar questions
You can accomplish any one of the following at an additional cost of $1500. If you will save $1000 for each day that the earliest completion time is reduced, which of the following actions should be taken, if any? 1. Reduce job 5 by two days. True or false 2. Reduce job 3 by two days. True or false 3. Reduce job 7 by two days. True or false
Needed to be solved correctly in 30 minutes and get the thumbs up please show neat and clean work
A project has 92 activities, but only 13 of them are analyzed here. Activity P, 9 days, IP = not given Activity W, 10 days, IP = not given Activity S, 6 days, IP = not given Activity A, 25 days, IP = P, W Activity F, 24 days, IP W, S Activity N, 21 days, IP S Activity E, 28 days, IP = A Activity M, 13 days, IP A, F Activity B, 40 days, IP N Activity H, 10 days, IP = E, M Activity K, 14 days, IP = E, M, B Activity D, 11 days, IP = B Activity R, 10 days, IP = B It has been calculated that LS(K) = 118, LS(D) = 109, LS(H) = 124, LS(R) = 116. %3D %3! %3D What is LS(A)?

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