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Free CFA Fixed Income Practice Questions & Answers

900 exam-style Fixed Income questions. Pick your answer, hit Check answer, and see the worked solution — free to start, no signup.

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Question 361
The price value of a basis point (PVBP) measures:
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Question 362
The formula for money duration is:
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Question 363
The key rate duration for a maturity point measures:
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Question 364
The duration gap of a portfolio is:
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Question 365
The immunization return is the return achieved when:
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Question 366
The option-adjusted duration of a callable bond is:
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Question 367
The option-adjusted convexity of a callable bond is typically:
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Question 368
The Macaulay duration formula is:
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Question 369
Modified duration equals:
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Question 370
Effective duration is computed as:
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Question 371
Convexity is approximated as:
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Question 372
The duration + convexity price change approximation is:
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Question 373
The down‑move factor in a recombining tree is:
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Question 374
The risk‑neutral probability in a binomial tree is:
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Question 375
The callable bond value at a node is:
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Question 376
The putable bond value at a node is:
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Question 377
The OAS is computed as:
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Question 378
The backward induction formula is:
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Question 379
The option value in a callable bond is:
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Question 380
The option value in a putable bond is:
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Question 381
What is a “yield pickup swap”?
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Question 382
A bond has Macaulay duration 6.2 and yield 3%. What is modified duration?
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Question 383
A bond’s price falls from 101.2 to 99.8 when yield rises 20 bps. Approximate duration?
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Question 384
A callable bond has straight value 104 and callable value 99. What is the call option value?
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Question 385
A putable bond has straight value 97 and putable value 101. What is the put option value?
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Question 386
A 3‑year binomial tree has up rate 6%, down rate 2%, equal probabilities. Expected 1‑year rate?
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Question 387
A bond has convexity 120. Yield rises 50 bps. Convexity effect on price (% change)?
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Question 388
A bond has price 98, yield 5%, duration 7. If yield drops 30 bps, approximate new price?
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Question 389
A 5‑year bond has yield 4% and price 102. What is its approximate yield change if price falls to 100? Duration = 6.
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Question 390
A callable bond continuation value = 103. Call price = 101. Node value?
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