Question
Suppose that you have two investments, each of which has a 0.8% chance of a loss of $12 million and a 99.2% chance of a
Suppose that you have two investments, each of which has a 0.8% chance of a loss of $12 million and a 99.2% chance of a loss of $2 million. These two investments are independent of each other. What is the expected shortfall (ES) for one of the investments at the 99% confidence level?
$2 million | ||
$4 million | ||
$10 million | ||
$12 million |
Suppose that you have two investments, each of which has a 0.8% chance of a loss of $12 million and a 99.2% chance of a loss of $2 million. These two investments are independent of each other. What is the VaR for one of the investments at the 99% confidence level?
$10 million | ||
$2 million | ||
$4 million | ||
$12 million |
Suppose that the daily change in the value of a portfolio is normal with a mean of zero and a standard deviation of $1.5 million. What is the 10-day 99% VaR of the portfolio? (Hint: The left-tailed z-value is 2.33 for the 99% confidence level.)
$1.50 million | ||
$11.05 million | ||
$3.50 million | ||
$10.40 million |
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