A will occur is 40% and its monetary impact to the project is US$100,000. The probability risk B will<br />
occur is 60% and its monetary impact to the project is US$20,000.<br />
<br />
What is the total contingency budget that should be created?
Value (EMV) formula: EMV=Probability of Risk×Impact of Risk\text{EMV} = \text{Probability of Risk}<br />
\times \text{Impact of Risk}EMV=Probability of Risk×Impact of Risk<br />
<br />
For Risk A:<br />
Probability: 40% or 0.40<br />
Impact: US$100,000\text{EMV of Risk A} = 0.40 \times 100,000 = US$40,000<br />
<br />
For Risk B:<br />
Probability: 60% or 0.60<br />
Impact: US$20,000\text{EMV of Risk B} = 0.60 \times 20,000 = US$12,000<br />
Total contingency budget = EMV of Risk A + EMV of Risk B<br />
40,000 + 12,000 = US$52,000<br />
Thus, the total contingency budget required for both risks is US$52,000. This approach follows PMI’s<br />
risk management guidelines, specifically under the "Quantitative Risk Analysis" process. This process focuses on determining numerical probabilities and monetary impacts to compute the expected financial impact of identified risks .