- CFA Exams
- CFA Level I Exam
- Topic 6. Fixed Income
- Learning Module 11. Yield-Based Bond Duration Measures and Properties
- Subject 2. Money Duration and Price Value of a Basis Point
CFA Practice Question
Miyoung Chen has a 5.00%, 19-year bond that is selling for a price of 34.9412 and is currently yielding 16.00%. The bond has a modified duration of 7.1481. Given this information, what is the Price Value of a Basis Point (PVBP)?
B. $0.0165
C. $0.0325
A. $0.0250
B. $0.0165
C. $0.0325
Correct Answer: A
The original price = 34.9412 - new price with a one basis point increase = 34.9163 = $0.0250
The formula for the Price Value of a Basis Point (PVBP) is equal to: modified duration * (.0001) * 100 * full price = 0.0715% * the initial price of 34.9412
Note: This is also equal to the difference between the initial price and the price with a one basis point change (increase or decrease).
The original price = 34.9412 - new price with a one basis point increase = 34.9163 = $0.0250
User Contributed Comments 5
User | Comment |
---|---|
stefdunk | how about we just do price times duration times 0.0001? |
derektl2 | that the way i prefer to look at it too... since duration is the price percentage change due to 100 basis points change in yield |
Richie188 | 1% of the duration x price / 100 |
johntan1979 | Not that it matters but you should be getting a non-rounded answer of $0.024976 |
tomalot | Yeah it doesn't matter dude |