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Question Part 1 Consider the following 1-year Credit Default Swap: The probability of a default during any given year (conditional on no default during previous
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Part 1
Consider the following 1-year Credit Default Swap:
The probability of a default during any given year (conditional on no default during previous years) is 3%, so the CDP = 3%.
The risk-free rate (LIBOR) is 5% per year
The recovery rate is R = 30%
CDS buyer gets 70% of face value if a default occurs.
What is the present value of the expected premium from this CDS?
A) .9700s
B) .9509s
C) .9238s
D) none
Part 2
Referring to this question above. What is the present value of the expected payout from this CDS?
A) .0300
B) .0185
C) .0200
D) none
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