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Problem 1 What is the value of the following swap? In an interest rate swap 1
Problem 1
What is the value of the following swap? In an interest rate swap
1. a financial institution A has agreed to pay 6-month LIBOR
2. a financial institution B has agreed to pay 6-month US Treasury
3. the notional principal is $600 million with payments being exchanged every 6 months.
4. The swap has a remaining life of 16 months.
5. The LIBOR rates with continuous compounding for next months is in table 2
6. We are in Aug 1, 2000
7. The 6-month LIBOR rate the previous months are in table 1, expressed per year.
8. We will discount everything with LIBOR
Table 1
|
Date |
6 month LIBOR |
6 month US Treasury |
|
Feb 1, 2000 |
2.86% |
2.82% |
|
March 1, 2000 |
2.88% |
2.87% |
|
Apr 1, 2000 |
2.91% |
2.93% |
|
May 1, 2000 |
2.89% |
2.91% |
|
June 1, 2000 |
2.93% |
2.84% |
|
July 1, 2000 |
3.01% |
2.91% |
|
Aug 1, 2000 |
3.02% |
2.95% |
Table 2
|
From Aug 1 , 2000 |
1- month LIBOR 1.03% |
|
From Aug 1 , 2000 |
4- month LIBOR 1.03% |
|
From Aug 1 , 2000 |
7- month LIBOR 1.03% |
|
From Aug 1 , 2000 |
10- month LIBOR 1.03% |
|
From Aug 1 , 2000 |
13- month LIBOR 1.03% |
|
From Aug 1 , 2000 |
16- month LIBOR 1.03% |
Problem 2:
We analyze a European put option with a two-step binomial tree.
Suppose that the stock price starts at $115 in the next two steps that price may go up or down knowing that the volatility of the price of the stock is 20% for each step Each step is 5 months The risk-free interest rate is 3.79% per year
a/Find the value of a European put option with a strike price of $117. b/ What would be the value of the put option if it were American?
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