
Explanation:
% change in value =
% change in value =
% change in value = $0.0552 + 0.001998$
% change in value = $0.0572$ (i.e., +5.72%)
Dollar change in value = \`250\ \text{million} \times 0.0572 = \
This question asks only for the dollar change, not the new portfolio value.
(Book 4, Module 58.2, LO 58.f)
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Question 14
Assuming a portfolio duration of 9.2, a portfolio convexity of 111, and a current portfolio value of $250 million, what is the estimated dollar change in portfolio value, assuming a 60 basis point fall in yields?
A
$264.3 million.
B
$235.7 million.
C
$14.3 million.
D
$13.8 million.
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