What to know
Identify the rule, formula, or decision criterion before reading the answer choices. CFA Level I distractors often use the right vocabulary with the wrong condition.
12. Yield-Based Bond Convexity and Portfolio Properties is part of CFA Level I Fixed Income. Fixed Income questions focus on bond cash flows, yield measures, duration, convexity, credit risk, securitization, and curve interpretation. Use this page to review the controlling ideas, then work through 7 questions with answer explanations and common traps.
Review the worked explanations before moving into adaptive practice. The app version can mix this topic with due reviews and weak related concepts.
Practice this topicIdentify the rule, formula, or decision criterion before reading the answer choices. CFA Level I distractors often use the right vocabulary with the wrong condition.
Work each item under time pressure, then compare your reasoning with the step-by-step explanation and key takeaway.
Missed questions should become scheduled reviews when the error comes from a concept gap, formula setup, or answer-choice trap.
12. Yield-Based Bond Convexity and Portfolio Properties
A bond has modified duration of 7.0 and convexity of 60. If its yield increases by 50 bps, the estimated percentage price change, including convexity, is closest to:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
A portfolio contains 60 million market value of bonds with duration 5.0 and 40 million market value of bonds with duration 8.0. The portfolio duration is closest to:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
For an option-free bond, positive convexity means that for equal-size yield moves, the price gain when yields fall is:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
A callable bond near the call price is most likely to exhibit:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
A bond has modified duration of 7.2 and convexity of 82. For a 40 bp increase in yield, the estimated percentage price change using duration and convexity is closest to:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
A portfolio has 40% in Bond A with duration 3.0 and 60% in Bond B with duration 7.0. The portfolio duration is closest to:
View sample12. Yield-Based Bond Convexity and Portfolio Properties
A bond's current full price is 100.00. If yields decrease by 50 bps, price is 105.20; if yields increase by 50 bps, price is 95.40. Approximate convexity is closest to:
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