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Financial Derivatives




                    Notes          Equivalently a long hedge locks in the  interest rate  of price of a  cash security that will  be
                                   purchased in the future subject to small adjustment due to the basis risk. A long hedge is also
                                   known as an anticipatory hedge, because it is effectively a substitute position for a future cash
                                   transaction. The pay-off profile of long hedging is depicted in Figure 7.3.

                                                         Figure 7.3:  Pay-off profile  of Long  Hedging
                                                                            Long Futures
                                                      Profit

                                                                        Stock Price





                                                       Loss
                                                                                 Short Spot
                                   The salient features of Long Hedging strategy in futures are:
                                   1.  Situation: Bullish outlook. Prices expected to rise.

                                   2.  Risk: No upside risk. Strategy meant to protect against rising markets.
                                   3.  Profit: No profits, no loss. In case of price increase, loss on the spot position offset by gain
                                       on futures position.


                                       !
                                     Caution In case of price fall, gain on the spot position offset by loss on futures position.


                                          Example: Suppose that a tyre manufacturing company knows it will require 1,000 quintals
                                   of rubber on May 15. It is, say, January 15 today. The spot price of rubber is ` 5350 per quintal and
                                   the May futures price is ` 5210 per quintal. The company can hedge its position by taking a long
                                   position in 10 May futures contracts and closing its position on May 15. The strategy has the
                                   effect of locking in the price of the rubber that is required at close to ` 5,210 per quintal.
                                   Suppose the price of rubber on May 15 proves to be ` 5,260 per quintal. Since May is the delivery
                                   month for the futures contract, this should be very close to the futures price. The company gains
                                   on the futures contracts = 1000 × (` 5,260-5,210) = ` 50,000. It pays 1,000 × ` 5,260 = ` 52,60,000 for
                                   the rubber. The total cost is therefore ` 52,60,000 - ` 50,000 = ` 52, 10,000 or ` 5,210 per quintal.

                                   For an alternative outcome, suppose the futures price is  ` 5,050 per quintal on May 15. The
                                   company loses approximately: 1,000 (` 5,210 – ` 5,050) = ` 1,60,000 on the futures contract and
                                   pays ` 1,000 × ` 5,050 = ` 50,50,000 for the rubber. Again the total cost is ` 52,10,000 or ` 5,210 per
                                   quintal.


                                          Example: A greeting card company anticipated a large inflow of funds at the end of
                                   January when retail outlets pay for the stock of cards sold during the holiday’s season in December.
                                   The management intends to puts ` 1 crore of these funds into a long-term bond because of the
                                   high yields on these investments. The current date is November 1 significantly by the time the
                                   firm receives the funds on February 1. Thus, unless a long hedge is initiated now, the financial
                                   manager believes that the return on investment will be significantly lower (the cost of the bonds
                                   significantly higher) than is currently available via the futures market.






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