You own a bond portfolio and decide to hedge using futures on 10
year Treasury notes. The futures contract has a price of $119.10
and a multiplier of $1,000. You identify a bond for delivery and
use it to calculate the hedge ratio. The Treasury bond has a
modified duration of 7.9.
If market rates rise by 23 basis points, by how much would the
Treasury note futures be expected to change in value? Be sure to
include the correct sign and enter your result rounded to the
nearest integer.
To.find the change in value we will use the Basis Point Value (BPV)
For this,we need to find the money duration of the treasury notes. Money duration = modified duration X market value
Money Duration = 7.9*(119.10*1000) = $940,890
BPV = money duration * 0.0001
= $94.089
If the market rates rise by 23 basis points, value will change by
= -23*94.089 = -$2,164.047 or -$2,164 (when the interest rates rise, treasury notes fall in value, hence the negative sign)
You own a bond portfolio and decide to hedge using futures on 10 year Treasury notes....
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You own a bond portfolio and decide to hedge using futures on 10 year Treasury notes. The bond portfolio has a PVBP = $764.9 and the futures contract has a PVBP = $193.1. What is the hedge ratio needed? Enter your result as a positive number with one decimal place (do not round to the nearest integer).
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