Chartered Investment Manager (CIM) Practice Exam · Question
According to the Sharpe Ratio, which of the following portfolios demonstrates superior risk-adjusted performance?
The Sharpe Ratio is calculated as (Portfolio Return - Risk-Free Rate) / Standard Deviation. For Portfolio A: (12-3)/8 = 1.125. For Portfolio B: (15-3)/12 = 1.0.
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Question: According to the Sharpe Ratio, which of the following portfolios demonstrates superior risk-adjusted performance?
Answer options:
- Portfolio A: Return 12%, Standard Deviation 8%, Risk-Free Rate 3%
- Portfolio B: Return 15%, Standard Deviation 12%, Risk-Free Rate 3% ✅ Portfolio C: Return 10%, Standard Deviation 5%, Risk-Free Rate 3%
- Portfolio D: Return 18%, Standard Deviation 15%, Risk-Free Rate 3%
Correct answer: Portfolio C: Return 10%, Standard Deviation 5%, Risk-Free Rate 3%
Explanation: The Sharpe Ratio is calculated as (Portfolio Return - Risk-Free Rate) / Standard Deviation. For Portfolio A: (12-3)/8 = 1.125. For Portfolio B: (15-3)/12 = 1.0. For Portfolio C: (10-3)/5 = 1.4. For Portfolio D: (18-3)/15 = 1.0. Portfolio C has the highest Sharpe Ratio.
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