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Answer: Higher market beta
## Explanation Return smoothing occurs when hedge fund managers artificially adjust portfolio valuations to create more stable returns over time. Let's analyze each option: **A. Higher Sharpe ratio** - ✅ **CONSEQUENCE** - Return smoothing reduces volatility (standard deviation) in the denominator of the Sharpe ratio - Since returns are smoothed but the average return may remain similar, the Sharpe ratio increases **B. Lower volatility** - ✅ **CONSEQUENCE** - By smoothing returns, managers reduce the variability of returns over time - High returns are reduced and low returns are increased, creating a more stable return pattern **C. Higher serial correlation** - ✅ **CONSEQUENCE** - Return smoothing creates artificial persistence in returns - Current period returns become correlated with previous period returns due to the smoothing mechanism **D. Higher market beta** - ❌ **NOT A CONSEQUENCE** - Return smoothing does not necessarily increase the portfolio's sensitivity to market movements - Beta measures systematic risk relative to the market, and smoothing primarily affects the idiosyncratic component of returns - In fact, return smoothing might actually reduce measured beta by dampening the portfolio's response to market movements Therefore, higher market beta is **not** a consequence of return smoothing, making option D the correct answer.
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For a portfolio of illiquid assets, hedge fund managers often have considerable discretion in portfolio valuation at the end of each month and may have incentives to smooth returns by marking values below actual in high-return months and above actual in low-return months. Which of the following is not a consequence of return smoothing over time?
A
Higher Sharpe ratio
B
Lower volatility
C
Higher serial correlation
D
Higher market beta
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