FRM Part II · FRM Exam Part II · Portfolio Performance Evaluation
Returns-based style analysis regresses a fund's returns on style indices with the constraints that weights are non-negative and sum to 100%. A fund's regression gives weights of 60% large-cap value, 30% large-cap growth and 10% cash. The fund's R-squared is 0.92. What is the best interpretation of the R-squared?
R-squared of 0.92 means that 92% of the variation in the fund's returns is explained by the style mix of 60/30/10, while the remaining 8% is attributed to security selection or residual effects. It is not a measure of outperformance or holdings.
- A92% of the fund's return variance is explained by its style mix, and 8% is attributed to selectionCorrect
- BThe fund outperformed the style benchmark by 92%
- CThe fund holds 92% of its assets in the largest style exposure
- DThe style weights are 92% likely to be correct
Explanation
In Sharpe style analysis, R-squared measures the share of return variance explained by the style benchmark mix. The remaining 8% is attributed to security selection (the residual), not to excess return or portfolio weights.
Did you get it right without looking?
One question tells you little. A timed set on Portfolio Performance Evaluation shows your real accuracy, how long you take and where you lose marks.
More Portfolio Performance Evaluation questions
- A manager's stated mandate is U.S. large-cap value, but returns-based style analysis over rolling windows shows a growing weight in small-ca…
- A portfolio manager's performance is compared with a benchmark. Which of the following is a required property of a valid benchmark under sta…
- A fund returned 12% in a year when the risk-free rate was 3% and the fund's return standard deviation was 18%. The market portfolio returned…
- Using the same data as a standard Brinson attribution, a benchmark has Equity 50% at 10% and Bonds 50% at 4% (total benchmark return 7%). Th…
- A fund returned 12% over a year while the risk-free rate was 4%. The fund's standard deviation of returns was 16% and its beta against the m…
- A portfolio has an excess return over the risk-free rate of 6%, a beta of 0.75, and total volatility of 12%. The market's excess return is 5…