PMI-SP Days Practice Questions
The free PMI-SP: PMI Scheduling Professional Practice Test questions that deal with days, with answers and explanations. The full bank and the timed practice test cover every topic the exam asks about.
Question #5
You are the project manager for your company. You are working with the management regarding the exact end date of your project. Management needs to know what day of the week your project will complete. Assuming that your project will not require any work to be completed over the upcoming weekends and that the remaining project work will commence on a Tuesday, what day of the week will the project end if there are 67 days of project work left to complete?
Correct answer: A
Explanation
The project will end on a Wednesday. If the project work commences on a Tuesday, there will be four days to complete in that week. That will bring the project work down to 63 days of remaining work. Each work week counts as five days of work. 63 divided by 5 is 12 work weeks with three days remaining. The 63rd remaining day will complete on a Wednesday. Answer options C, D, and B are incorrect. These are not the valid answers.
Question #10
John works as a project manager of the NHQ Project. He has created the project network diagram as shown in the figure: Based on the project network diagram, how much float is available for Activity H if Activity B is delayed by four days and Activity E is delayed by two days?

Correct answer: A
Explanation
The path of ABEHJ will take 22 days to complete and cannot exceed 28 days or else the project will be late. If Activity B takes four additional days and Activity E takes two additional days, this adds (4+2= 6) six days to the path, bringing the path's duration to exactly (22+6 = 28) days. There is no available float left for Activity D or H. Float or total float (TF) is the total amount of time that a schedule activity may be delayed from its early start date without delaying the project finish date, or violating a schedule constraint. It is calculated by using the critical path method technique and determining the difference between the early finish dates and late finish dates. Answer options B, C, and D are incorrect. There is no float available because the path's duration has increased to 28 days.
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