
Explanation:
Forward and futures prices differ primarily due to the marking-to-market feature of futures contracts. The key difference arises from the correlation between futures prices and interest rates.
When futures prices and interest rates are positively correlated:
When futures prices and interest rates are negatively correlated:
When futures prices and interest rates are uncorrelated:
The relationship can be expressed as: Futures Price = Forward Price × e^(covariance term)
Where the covariance term depends on the correlation between futures price changes and interest rate changes. When correlation = 0, the covariance term = 0, making futures price = forward price.
Therefore, forward and futures prices are equal when futures prices and interest rates are uncorrelated, making option B correct.
Ultimate access to all questions.
All else being equal, forward and futures prices are equal when:
A
futures prices and interest rates are negatively correlated.
B
futures prices and interest rates are uncorrelated.
C
futures prices and interest rates are positively correlated.
No comments yet.