Risk transfer
Also written Transfer of risk
The economic function by which commodity price risk moves off the hedger, who does not want it, onto the speculator, who is willing to carry it for a return.
In plain language
A derivatives market does not destroy price risk. Somebody still loses when the price of guar seed falls. What the market does is move that risk to whoever is best placed to hold it.
A farmer with an unharvested crop is carrying price risk whether he likes it or not, and he has no way to diversify it — his whole livelihood is one commodity. A speculator carrying the other side of his trade holds that risk deliberately, has capital set aside for it, and can spread it across many positions.
The workbook lists risk transfer as one of the four economic functions of a commodity derivatives market, alongside risk reduction, price discovery and transactional efficiency.
How it works
The mechanism is that the hedger takes a futures position opposite to the position he already holds in the physical market.
- He is naturally long if he owns or will own the commodity — a farmer, a miner, a warehouse. He sells futures: a short hedge.
- He is naturally short if he must buy the commodity later — a jeweller, a refiner, a processor. He buys futures: a long hedge.
Gains on one leg then offset losses on the other, because spot and futures prices move broadly together.
What has actually happened is that the risk did not vanish, it changed hands. The workbook is explicit: volatility risk gets transferred from hedgers to the speculators and investors in the commodity derivative market. Speculation is not a side effect the market tolerates; it is what supplies the other side of the hedge.
The transfer is never perfect. The workbook lists three limits: price risk cannot be fully eliminated, basis risk remains, and transaction costs must be paid.
A worked example
The workbook's long hedge, which is one risk moving to one counterparty in rupees.
A jeweller needs 1 kilogram of gold at the end of July and has budgeted Rs 50,000 per 10 grams — Rs 50.00 lakh. He is naturally short gold.
| Date | Spot market | Futures market |
|---|---|---|
| 1 June | Needs 1 kg in end-July; budget Rs 50.00 lakh | Buys 1 August gold future at Rs 50,400 per 10 g (1 contract = 1 kg) |
| End July | Gold at Rs 51,600; he pays Rs 51.60 lakh | Sells the August future at Rs 52,000; profit Rs 1,60,000 |
| Result | Extra cost Rs 1,60,000 | Gain Rs 1,60,000 |
The jeweller's purchase price is back at his budget. His risk did not disappear — the Rs 1,60,000 came out of whoever sold him that August contract on 1 June, most likely a speculator who took the view that gold would not rise.
The workbook's short hedge is the mirror image: a producer of 1 MT (10 quintals) of guar seed sells one August future at Rs 4,050 a quintal, spot falls to Rs 3,950, he realises Rs 39,500 in the mandi and buys the future back at Rs 4,000 for a futures profit of Rs 500 — exactly his spot shortfall. Again, someone on the long side absorbed it.
Why NISM asks about it
Chapter 1 (Introduction to Commodity Markets), section 1.2, which lists risk transfer as an economic function of the market, and Chapter 5 (Uses of Commodity Derivatives), which is built entirely on it — long hedge, short hedge, hedge ratio and the benefits and limitations of hedging. Expect a "which of the following is an economic function of commodity derivatives" question, a naturally-long-versus-naturally-short identification, and a numerical long or short hedge exactly like the tables above.
Common exam traps
- Risk transfer is not risk elimination. The workbook separates "risk reduction" from "risk transfer" and then says plainly that price risk cannot be fully eliminated.
- Speculators are not the opposite of the market's purpose — they are its counterparty. Without somebody willing to take the risk, there is nobody for the hedger to transfer it to.
- Naturally long means you already own it, so you sell futures. Candidates reverse this constantly. Own it, or will own it → short hedge; must buy it later → long hedge.
- A hedge gives up the upside too. The jeweller was protected against Rs 51,600 gold, but had gold fallen he would have paid the budgeted price anyway.
- Basis risk survives the hedge. Spot and futures move together, not identically, which is why the offset in the exam is usually not exact.
- Options transfer risk differently from futures: a hedger buying a call caps his loss at the premium, whereas a futures hedge locks both directions.
Where this is taught
- Series XVI · Chapter 1: Introduction to Commodity Marketsintroduced here
- Series V-D · Chapter 13: Basics of Derivativesintroduced here
- Series X-B · Chapter 1: Basics of Insuranceintroduced here
Related terms
- Hedge ratioThe number of index futures contracts needed to hedge a portfolio — (portfolio beta × portfolio value) divided by (index futures price × lot size).
- HedgingTaking a derivative position that moves opposite to an exposure you already have, so gains on one offset losses on the other and the future rate is locked in at a known level.
- Basis riskThe risk left over after hedging, because the exposure and the contract used to hedge it do not move identically — in size, in expiry date, or in what they are written on.
- Price discoveryThe process by which the free interaction of buyers and sellers produces a price that reflects every participant's expectation of what the underlying will be worth at a future date.
- Long hedgeBuying futures today to lock in the price of a purchase you plan to make later, protecting against a price rise.
- Short hedgeSelling futures today to lock in the price of a sale you plan to make later, protecting against a price fall.
- SpeculationTaking on risk not commensurate with the return sought, in the hope of a large gain, with minimal research into what the asset is actually worth — the opposite of investing, and not merely the short-term version of it.