Question

The table below shows the offered rates for deposits with maturities ranging from 1 to 6 months for January 16. Deposit Rates

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Answer #1

Part (1)

(1 + 2.35% x 2/12)(1 + R x 3 / 12) = (1 + 2.50% x 5 / 12)

Or, 1.0039 x (1 + 0.25R) = 1.0104

Hence, the fair value of the forward LIBOR for 3 month period = R = [1.0104 / 1.0039 - 1] / 0.25 = 2.59%

Part (2)

Fair value of the future contract = 100 / (1 + 2.35% x 2 / 12) = $ 99.61

Part (3)

Since the traded price = $ 97.70 < $ 99.61 = the fair value of the future contract, it's trading cheap. And it's cheap by 99.61 - 97.70 = $ 1.91 = 191 ticks.

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