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# Eurodollar futures contracts

5. Suppose that Skandinaviska Ensilden Banken (SEB), the Swedish bank, funds itself with three&#8209;month Eurodollar time deposits at LIBOR. Assume that Alfa Laval comes to SEB seeking a one&#8209;year, fixed&#8209;rate loan of \$10 million, with interest to be paid quarterly. At the time of the loan disbursement, SEB raises three&#8209;month funds at 5.75%, but has to roll over this funding in three successive quarters. If it does not lock in a funding rate and interest rates rise, the loan could prove to be unprofitable. The three quarterly re&#8209;funding dates fall shortly before the next three Eurodollar futures-contract expirations in March, June, and September.

a. At the time the loan is made, the price of each contract is 94.12, 93.95, and 93.80. Show how SEB can use Eurodollar futures contracts to lock in its cost of funds for the year. What is SEB's hedged cost of funds for the year?

b. Suppose that the settlement prices of the March, June, and September contracts are, respectively, 92.98, 92.80, and 92.66. What would have been SEB's unhedged cost of funding the loan to Alfa Laval?

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a. At the time the loan is made, the price of each contract is 94.12, 93.95, and 93.80. Show how SEB can use Eurodollar futures contracts to lock in its cost of funds for the year. What is SEB's hedged cost of funds for the year?

The formula for the locked-in LIBOR, r, given a price P of a Eurodollar futures contract is r = 100 - P. Using this formula, the solution ...

#### Solution Summary

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\$2.19