15.2.2 Understanding Basis Risk
15.2.3 Calculating the Optimal Hedge Ratio
1. Definition: The ratio of the spot and forward price standard deviations multiplied by the
correlation coefficient between the two series ()
15.3 Forward and Futures Contracts: Basic Valuation Concepts
15.3.1 Valuing Forwards and Futures (Exhibit 15.4)
15.3.2 The Relationship between Spot and Forward Prices
▪ In the absence of arbitrage opportunities, the forward contract price should be equal to the
15.4 Financial Forwards and Futures: Applications and Strategies (Exhibit 15.5)
▪ Originally, forward and futures markets were organized largely around trading agricultural
15.4.2 Long-Term Interest Rate Futures (Exhibit 15.6)
1. Treasury Bond and Note Contract Mechanics
▪ Both the T-bond and the longer-term T-note contracts traded at the CBOT call for the
delivery of $100,000 face value of the respective instrument.
3. Treasury Futures Applications: Hedging a Funding Commitment