Derivatives Usage at Commercial Banks (Millions $) % of Total % of Category
As of 3/2014
Notional Amount of Credit Derivatives 11,217,791 4.81%
Bank is the guarantor 5,575,059 49.70%
Bank is the beneficiary 5,642,732 50.30%
Interest Rate Contracts 185,772,115 79.60%
Notional value of interest rate swaps 128,172,264 68.99%
Futures and forward contracts 30,134,820 16.22%
Written option contracts 13,537,013 7.29%
Purchased option contracts 13,928018 7.50%
Foreign Exchange Contracts 32,992,854 14.14%
Notional value of exchange swaps 10,335,766 31.33%
Commitments to purchase FX 16,749,795 50.77%
Spot FX contracts 2,824,929
Written options contracts 2,946,325 8.93%
Purchased options contracts 2,960,969 8.97%
Other Contracts 3,413,646 1.46%
Notional value of other swaps 912,664 26.74%
Futures and forward contracts 347,312 10.17%
Written option contracts 1,136,301 33.29%
Purchased option contracts 1,017,368 29.80%
Total $233,396,406 100%
Source FDIC, SDI Report on Derivatives, All Institutions
Notes: FX = Foreign Exchange; Spot FX contracts are a part of Commitments to purchase FX
2. Forwards and Futures Contracts
A spot contract is a contract for immediate payment and delivery. Settlement is usually within
two to three business days. A forward contract is a contract for future payment and delivery
beyond two or three days, but the terms of the transaction are determined when the contract is
initiated. Futures contracts are standardized, exchange traded forward contracts except that
futures have daily marking to market, virtually no default risk and are typically highly liquid.
a. Hedging with Forward Contracts
Naïve hedge: A naïve hedge is one where the spot (or ‘cash’) instrument is fully hedged with a
forward or futures contract as opposed to a partial hedge. The “naivete” implied is the hedger’s
unwillingness to bear any risk by taking a position on a rate or price change.
Teaching Tip: When faced with a hedging situation a simple paradigm can help identify the
appropriate derivatives position:
1. Identify the rate or price change that hurts the existing or anticipated position.
2. Choose a derivatives position that makes money if the bad event (unfavorable rate or price
change) happens.
3. Calculate the number of contracts required if appropriate.