bkmsol_ch23

# The forward prices would be determined as follows

This preview shows page 11. Sign up to view the full content.

the forward prices would be determined as follows: Forward exchange rate × \$1 million euros = dollars to be delivered Year 1: 1.20 × (1.05/1.04) × \$1 million euros = \$1.2115 million Year 2: 1.20 × (1.05/1.04) 2 × \$1 million euros = \$1.2232 million Year 3: 1.20 × (1.05/1.04) 3 × \$1 million euros = \$1.2349 million Instead, we deliver the same number of dollars (F*) each year. The value of F* is determined by first computing the present value of this obligation: 3300 . 3 05 . 1 2349 . 1 05 . 1 2232 . 1 05 . 1 2115 . 1 1.05 * F 1.05 * F 1.05 * F 3 2 1 3 2 1 = + + = + + F* equals \$1.2228 million per year. 30. a. The swap rate moved in favor of firm ABC. ABC should have received 1% more per year than it could receive in the current swap market. Based on notional principal of \$10 million, the loss is: 0.01 × \$10 million = \$100,000 per year. b. The market value of the fixed annual loss is obtained by discounting at the current 7% rate on 3-year swaps. The loss is: \$100,000 × Annuity factor (7%, 3) = \$262,432 c. If ABC had become insolvent, XYZ would not be harmed. XYZ would be happy to see the swap agreement cancelled. However, the swap agreement ought to be treated as an asset of ABC when the firm is reorganized. 31. The firm receives a fixed rate that is 2% higher than the market rate. The extra payment of (0.02 × \$10 million) has present value equal to: \$200,000 × Annuity factor (8%, 5) = \$799,542 23-11
This is the end of the preview. Sign up to access the rest of the document.

{[ snackBarMessage ]}

Ask a homework question - tutors are online