Consider a 4-year leveraged inverse floating rate bond with the following coupon rate: c(t) = 24%-2.4*r(t-0.5). This coupon is paid semi-annually, in arrears. So the dollar coupon at each payment date is given by: \$coupon = c(t) / 2 * 100. Assume it is Dec. 31, 1993 and use the average of the bid and ask discount factors given in Table 2.7 on page 64 of the text. What is the value of this inverse floater?

2. Im gonna go with B!

3. I believe it is... 7,446,435,432,453.

4. the answer is simple.. its Wumbo.

The study of Wumbology is my expertise

5. ## The Following User Says Thank You to Phoenix For This Useful Post:

Miguel (01-22-2012)

6. How much NP you pay for dis answerz

7. You should try a serious tag

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Not to mention there is a homework section here:
Homework

Discuss.

I need it in an hour and a half so I was just gonna do it moi self.

But if someone wants to do it then ill be like ok thxs lets compare answers A+

10. Originally Posted by MasterMind0wnz