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Mark works as a project manager of the NNH project. In this project, he has created a contingency response that the cost performance index should be less than 0.91. The NHH project has a budget at completion of $950,000 and is 43 percent complete - though the project should be 50 percent complete. The project has spent $470,897 to reach the 43 percent complete milestone. What is the project's cost performance index?
Suggested Answer: C
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14 comments · newest first
JA
Janey
1 year ago
Totally agree, it's definitely not looking good!
BE
Bettina
1 year ago
Wait, how can it be less than 0.91?
CA
Casie
1 year ago
I think it's around 0.87.
CE
Cecil
1 year ago
The project is behind schedule!
BL
Blythe
1 year ago
CPI is calculated as EV/AC.
MA
Mary
1 year ago
I think the CPI is calculated by dividing the earned value by the actual cost, but I’m not sure how to find the earned value here.
WI
Willodean
1 year ago
I feel like the CPI should be less than 1 since the project is behind schedule, but I’m not confident about the exact calculation.
DO
Dottie
1 year ago
This seems similar to a practice question we did on earned value management. I think we need to find the earned value first.
PE
Pete
1 year ago
I remember we calculated the cost performance index in class, but I’m not sure if I remember the formula correctly.
HU
Hubert
1 year ago
This looks like a tricky question. I'll need to think carefully about the GitOps toolkit and which tool might be built on it.
AR
Art
1 year ago
I'm feeling pretty confident about this one. The key is to use the LIKE operator with the '%' wildcard to match all course codes that start with 'M'. Option C is the correct SQL statement.
LA
Lanie
1 year ago
Okay, I think I've got this. The key is to use non-default ports for the FMA services to meet the security requirement.
BE
Bettina
1 year ago
I think the key here is to engage the learner and get their perspective. Option B seems like the best way to do that.
LE
Lemuel
1 year ago
This seems straightforward - the nConstraint Membership Tool lets you add and remove vertices from a dynamic constraint, so C is the correct answer.