An investor purchases oil commodity futures contracts worth $25 million and an equal amount of 10-year Treasury notes with an interest rate of 3.5%. Assuming that oi! prices rise by 10% and the price of the notes remains unchanged, the total return of the position after three months is closest to:
Click on the arrows to vote for the correct answer
A. B. C.C
To calculate the total return of the position, we need to consider the changes in the value of the oil commodity futures contracts and the 10-year Treasury notes.
Gain from oil commodity futures contracts = 10% of $25 million = 0.10 * $25 million = $2.5 million
Interest income from 10-Year Treasury notes = Principal * Interest rate * Time = $25 million * 3.5% * (3/12) = $25 million * 0.035 * 0.25 = $218,750
Now, to calculate the total return of the position, we sum up the gain from the oil commodity futures contracts and the interest income from the 10-year Treasury notes:
Total return = Gain from oil commodity futures contracts + Interest income from 10-Year Treasury notes = $2.5 million + $218,750 = $2,718,750
Therefore, the closest option for the total return of the position after three months is C. $2,700,000.