Exam 9: Reducing Project Duration

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An activity's ________ is calculated by dividing the rise by the run.

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_________ is the first thing to consider when deciding whether or not an activity can be crashed.

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An activity's normal time and cost are 8 and $100, respectively.Its estimated crash time and cost are 6 and $160, respectively.What is this activity's crash cost per time unit?

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There are more options available for reducing project time if you are not resource constrained.

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Reducing the duration of an activity is called ________.

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There are fewer options available for reducing project time if you are __________________ than if you can spend more than your original budget.

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One way of reducing project costs is identifying tasks that _________ can do themselves.

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For most projects, the estimation of a crash time is relatively easy.

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A project that has several near-critical or critical paths is said to be

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The higher the cost slope of an activity the lower the cost to reduce its duration.

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Identify and briefly describe three out of the six reasons given in the text for attempting to reduce the duration of a project.

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Crashing can negatively impact the morale and motivation of the project team.

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The cost-time crashing method relies on choosing the cheapest method for reducing the duration of the project.What are other factors that should be assessed beyond simply cost?

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When project managers know an activity's ________, they are able to compare which critical activities to shorten.

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How would you calculate an activity's slope and what does it represent?

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Adverse weather, design flaws, and equipment breakdown can create negative slack.This is an example of reducing project duration caused by

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Which of the following projects would be least benefited if additional resources were added?

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Why is the project duration with the lowest direct costs seldom the optimum duration for a project?

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Why should a project manager be cautious when adding resources to reduce project duration?

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When reducing project duration, the duration for a project that is optimal is at the point where

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