500
                                You are a project manager for a major telecommunications network upgrade with a net present value (NPV) of US $10,000,000.  You are heavily dependent on a third party vendor for your project and your contract office informs you that there is a 30 percent chance that the vendor will go out of business a the end of the quarter.  It that occurs, your project will incur a US $3,000,000 cost overrun due to rework.  There is also a 30 percent chance that a new legislation will pass that will decrease government oversight of your team's work.  If this legislation passes, you estimate that your project will save US $1,600,000 in time delays.  Lastly, your technical lead indicates that there is 20 percent chance that a new software package will be available by month end that could save US $1,800,000 in testing time.  If available, the software will cost US $500,000 to procure, install, and train.  What is the total expected monetary value of these three risk events?
A)  $60,000
B)  $1,640,000
C)  $5,900,000
D)  $160,000
                                What is D, "$160,000
EXPLANATION:
The expected monetary value of the first risk is 0.3 x $3,000,000 or $900,000. The expected monetary value of the second event is 0.3 x -$1,600,000 or -$480,000. The expected monetary value of the third risk is 0.2 x (-$1,800,000 - $500,000) or -$260,000. The total of all three potential risk events is $900,000 - $480,000 - $260,000 or $160,000.  
Source: PMP® Exam Prep  
Page: 387