Free CFA Level III: Portfolio Management Yield Curve Strategies Practice Questions
Explore yield curve strategies for CFA Level III. Questions test duration management, key rate duration, carry trades, and positioning for changes in yield curve shape.
Sample Questions
Question 1
Easy
A ladder portfolio allocates bond holdings:
Solution
C is correct. A ladder portfolio distributes bond holdings evenly across a range of maturities (e.g., 1-year, 2-year, 3-year, through 10-year). As each short-term bond matures, the proceeds are reinvested at the longest maturity, maintaining the ladder. This provides regular liquidity, diversification across maturities, and a natural hedge against interest rate uncertainty.
Choice A is incorrect because concentrating at the longest maturities describes a concentrated long-duration position, not a ladder.
Choice B is incorrect because concentrating at the shortest maturities describes a money market or ultra-short strategy, not a ladder.
Choice A is incorrect because concentrating at the longest maturities describes a concentrated long-duration position, not a ladder.
Choice B is incorrect because concentrating at the shortest maturities describes a money market or ultra-short strategy, not a ladder.
Question 2
Medium
A negative butterfly trade (sell wings, buy body) profits when:
Solution
A is correct. A negative butterfly (short wings at short and long maturities, long body at the intermediate maturity) profits when the yield curve becomes more curved (hump-shaped). This means the intermediate yield falls relative to the average of the short and long yields. As the 10-year yield declines relative to the 2-year and 30-year yields, the long body position gains value while the short wing positions have offsetting losses.
Choice B is incorrect because flattening to a straight line means reducing curvature, which would benefit a positive butterfly (long wings, short body), not a negative butterfly.
Choice C is incorrect because a duration-neutral butterfly is designed to be insensitive to parallel shifts.
Choice B is incorrect because flattening to a straight line means reducing curvature, which would benefit a positive butterfly (long wings, short body), not a negative butterfly.
Choice C is incorrect because a duration-neutral butterfly is designed to be insensitive to parallel shifts.
Question 3
Hard
A portfolio manager expects the EUR yield curve to remain steep while the USD yield curve flattens. To exploit this view, the manager should most likely:
Solution
B is correct. The manager has two separate curve views: EUR stays steep (or steepens further) and USD flattens. In EUR, a steepener trade (long short-duration, short long-duration) profits from the steep curve. In USD, a flattener trade (long long-duration, short short-duration) profits from curve flattening. These are independent yield curve views implemented in their respective currency markets.
Choice A is incorrect because this takes a directional view on rates and currency rather than expressing specific yield curve shape views.
Choice C is incorrect because the views for each currency differ (steepening in EUR vs. flattening in USD), so implementing identical positions in both currencies would be inconsistent with the forecasts.
Choice A is incorrect because this takes a directional view on rates and currency rather than expressing specific yield curve shape views.
Choice C is incorrect because the views for each currency differ (steepening in EUR vs. flattening in USD), so implementing identical positions in both currencies would be inconsistent with the forecasts.
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