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Luhunlu · 2022年03月13日

老师,我不理解这道题loss体现在哪里了

NO.PZ2016082402000064

问题如下:

Bank XYZ enters into a five-year swap contract with ABC Co. to pay LIBOR in return for a fixed 8% rate on a principal of $100 million. Two years from now, the market rate on three-year swaps at LIBOR is 7%. At this time ABC Co. declares bankruptcy and defaults on its swap obligation. Assume that the net payment is made only at the end of each year for the swap contract period. What is the market value of the loss incurred by Bank XYZ as a result of the default?

选项:

A.

$1.927 million

B.

$2.245 million

C.

$2.624 million

D.

$3.011 million

解释:

ANSWER: C

Using Equation:V=iniFiK(1+Ri)τiV=\sum_in_i\frac{F_i-K}{{(1+R_i)}^{\tau_i}} for three remaining periods, we have the discounted value of the net interest payment, or  (8%7%)×$100m=$1m\;{(8\%-7\%)}\times\$100m=\$1m discounted at 7%, which is $934,579+$873,439+$816,298 = $2,624,316.

老师,我是按照收到8%固定利率支出7%LIBOR来做的,虽然题目中说了ABC公司在第二年末违约了,但是从计算的角度来看违约产生的loss体现在哪里了呢?


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已采纳答案

品职答疑小助手雍 · 2022年03月14日

同学你好,到了第二年末,显然XYZ公司在这个swap里是赚钱一方,现在对方违约不跟你继续玩了,那你未来还能赚的钱的期望值就是对方违约给你造成的loss。

Luhunlu · 2022年03月14日

噢噢噢我懂了,谢谢老师!

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NO.PZ2016082402000064 问题如下 Bank XYZ enters into a five-yeswcontrawith ACo. to pLIBOR in return for a fixe8% rate on a principof $100 million. Two years from now, the market rate on three-yeswaps LIBOR is 7%. this time ACo. clares bankruptanfaults on its swobligation. Assume ththe net payment is ma only the enof eayefor the swcontraperio Whis the market value of the loss incurreBank XYZ a result of the fault? A.$1.927 million B.$2.245 million C.$2.624 million $3.011 million ANSWER: CUsing Equation:V=∑iniFi−K(1+Ri)τiV=\sum_in_i\frac{F_i-K}{{(1+R_i)}^{\tau_i}}V=∑i​ni​(1+Ri​)τi​Fi​−K​ for three remaining perio, we have the scountevalue of the net interest payment, or  (8%−7%)×$100m=$1m\;{(8\%-7\%)}\times\$100m=\$1m(8%−7%)×$100m=$1m scounte7%, whiis $934,579+$873,439+$816,298 = $2,624,316. use libor to scount, why not use the sigle scount rate? i rember ththe Libor is the single scount , so is 1+1.07 , an1+7%^2

2023-09-21 13:15 2 · 回答

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2023-04-03 10:13 1 · 回答

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2023-03-07 14:48 1 · 回答

NO.PZ2016082402000064 看了之前老师的回复,关于为何使用7%而不是8%,老师说是8%是过去了。那如果是过去,那为何将来fault不能兑换的3年,还要用8%计算profit? 感谢回答。

2022-03-09 01:16 1 · 回答