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Q-109. Calculate the alpha value using the formula: $\alpha = \frac{\sigma_p}{nL} = \frac{\sigma \sqrt{1 + (n - 1)\rho}}{L\sqrt{n}}$ where σ_p = portfolio standard deviation, n = number of loans, L = loan amount, ρ = correlation | Financial Risk Manager Part 1 Quiz - LeetQuiz

Financial Risk Manager Part 1

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Q-109. Calculate the alpha value using the formula: $\alpha = \frac{\sigma_p}{nL} = \frac{\sigma \sqrt{1 + (n - 1)\rho}}{L\sqrt{n}}$ where σ_p = portfolio standard deviation, n = number of loans, L = loan amount, ρ = correlation

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Financial Risk Manager Part 1

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Quick Answer

Quick Answer

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Get started today

Q-109. Calculate the alpha value using the formula: α=σpnL=σ1+(n−1)ρLn\alpha = \frac{\sigma_p}{nL} = \frac{\sigma \sqrt{1 + (n - 1)\rho}}{L\sqrt{n}}α=nLσp​​=Ln​σ1+(n−1)ρ​​ where σ_p = portfolio standard deviation, n = number of loans, L = loan amount, ρ = correlation

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Q-109. Calculate the alpha value using the formula: $\alpha = \frac{\sigma_p}{nL} = \frac{\sigma \sqrt{1 + (n - 1)\rho}}{L\sqrt{n}}$ where σ_p = portfolio standard deviation, n = number of loans, L = loan amount, ρ = correlation