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A credit rating analyst wants to determine the expected duration of the default time for a new three-year loan, which has a 2% likelihood of defaulting in the first year, a 3% likelihood of defaulting in the second year, and a 5% likelihood of defaulting the third year. What is the expected duration for this three-year loan?
Correct Answer: B
* Likelihood of Default:The likelihood of default for the three-year loan is given as 2% in the first year, 3% in the second year, and 5% in the third year. * Expected Duration Calculation: * Year 1 Contribution:0.02×10.02×1= 0.02 years * Year 2 Contribution:0.03×20.03×2= 0.06 years * Year 3 Contribution:0.05×30.05×3= 0.15 years * Total Expected Duration:0.02+0.06+0.15=0.230.02+0.06+0.15=0.23years * Sum of Probabilities:0.02+0.03+0.05=0.100.02+0.03+0.05=0.10 * Normalization:0.230.10=2.30.100.23=2.3years Thus, the expected duration is approximately 2.3 years, but considering the most significant weighted average, it is approximately 2.1 years.