Question
You are given the following quote for Eurodollar futures prices on Wednesday, 10/21/20: Month Open High Low Last Change Settle Estimated Volume Prior Day Open
You are given the following quote for Eurodollar futures prices on Wednesday, 10/21/20:
Month | Open | High | Low | Last | Change | Settle | Estimated Volume | Prior Day Open Interest |
OCT 20 | 98.9800 | 98.9900 | 98.8800 | 98.8925 | -.0800 | 98.9100 | 115,807 | 514,892 |
NOV 20 | 99.2700 | 99.2750 | 99.1350 | 99.1900 | -.1050 | 99.1900 | 88,625 | 136,818 |
DEC 20 | 99.4500 | 99.4550 | 99.3600 | 99.4150 | -.0450 | 99.4150 | 343,832 | 1,575,169 |
a) John Jones wants to hedge a floating rate interest payment on a $3.2 million loan. The next quarterly interest payment is determined according to a 3-month LIBOR on Nov 1, 2020. How could he use Eurodollar futures to do it (long/short, how many contracts, contracts maturity)?
b) If he entered into the futures position at Monday close of 99.25, what would be his cash flow due to marking to market on Tuesday and on Wednesday?
c) What is the value of his futures position on Monday?
d) If on Nov 1, 2020 the 3-month LIBOR turns out to be 1% p.a., Eurodollar futures price 99.05, what would be the total cost to John Jones taking into account gains/losses on his hedge, plus the interest payment (disregard time value of money)?
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