CFA Level I · CFA Level I Exam · Curve-Based and Empirical Fixed-Income Risk Measures
When estimating yield volatility from historical data, an analyst chooses between daily and monthly observations. Which statement about this choice is most accurate?
Daily observations give more data points but can include short-term noise that reduces stability of the estimates. Volatility must still be annualized whatever the interval, and monthly data do not systematically produce higher annualized volatility than daily data.
- ALonger observation intervals eliminate the need to annualize volatility
- BDaily observations give more data points but can include noise that reduces the stability of estimatesCorrect
- CMonthly observations always give higher volatility than daily observations once annualized
Explanation
Higher-frequency data produce more observations, improving statistical power, but they can include short-term noise. Annualization is always needed to compare volatilities across periods. Annualized volatilities from different frequencies need not differ systematically in one direction.
Did you get it right without looking?
One question tells you little. A timed set on Curve-Based and Empirical Fixed-Income Risk Measures shows your real accuracy, how long you take and where you lose marks.
More Curve-Based and Empirical Fixed-Income Risk Measures questions
- An analyst compares a callable bond with an otherwise identical option-free bond. When market yields fall sharply, the effective convexity o…
- A bond is priced at 100.00. If the benchmark curve falls by 25 bps the bond's price is 101.40, and if the curve rises by 25 bps the price is…
- A portfolio manager observes that during periods of market stress, the yield volatility of low-rated corporate bonds rises much more than th…
- Effective convexity, rather than approximate convexity based on yield-to-maturity changes, is most appropriate for a bond with an embedded o…
- A bond's effective duration is estimated by shifting the benchmark yield curve up and down by the same amount and revaluing the bond. This m…
- An analyst compares a callable bond with an otherwise identical option-free bond. When market yields fall sharply to well below the call-exe…