Q4: The Slinger Metal Fabricating Company entered into a loan agreement with its bank to finance the firm’s working capital. The loan called for a floating rate that was 30 basis points over an index based on LIBOR. In addition, the loan adjusted weekly based on the closing value of the index for the previous week within the bounds of a maximum annual rate of 2.55% and a minimum of 1.95%.
Week(t) |
LIBOR (t) % |
LIBOR (t-1)+Spread |
Loan rate |
1 |
2.3 |
||
2 |
2.25 |
? |
? |
3 |
1.66 |
? |
? |
4 |
1.58 |
? |
? |
5 |
1.35 |
? |
? |
6 |
1.63 |
? |
? |
7 |
1.88 |
? |
? |
8 |
1.78 |
? |
? |
9 |
1.93 |
? |
? |
10 |
1.66 |
? |
? |
Required:
1).
LIBOR(t-) + spread = LIBOR of last week + 0.3%
The loan rate has to be between the floor and ceiling rates. If it exceeds any of these two limits, then loan rate will be capped at either the ceiling or the floor. The grey cells in 'Loan rate" column are the cells where the ceiling or floor rate was being violated and the caps kicked in.
2). FV (par value) = 1,000; PMT (annual coupon) = coupon rate*par value = 12%*1,000 = 120; N (number of coupons to be paid) = 9; rate (annual YTM) = 10%, solve for PV.
Bond price = 1,115.18
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