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NISM Series XVI · Chapter 4: Commodity Options

L1 · Foundation

Foundation — Rights, obligations and the shape of an option pay-off

Calls and puts, the premium as a non-refundable payment for a right, and the asymmetry between buyer and seller; the full option vocabulary from strike price to open interest; American versus European style and why only European options are permitted in Indian commodities; moneyness — ITM, ATM, OTM and the commodity-specific CTM; intrinsic value and time value; the gold worked example across all four positions; the risk and reward table; and the Minimum Support Price seen as a put option written by the Government.

22 min read · Worth 15% of the paper · Written from pages 64–92 of the official NISM workbook · Updated 18 September 2026

Commodity options — the foundation


1. The one idea everything else follows from

"Options contracts can be either STANDARDIZED (EXCHANGE-TRADED OPTIONS) or CUSTOMIZED (OTC OPTIONS). There are TWO TYPES: CALL OPTIONS AND PUT OPTIONS."

TypeWhat the buyer gets
⚠️ CALL"The RIGHT TO BUY a specified quantity of a commodity or the underlying financial asset AT A PARTICULAR PRICE (the exercise price/strike price) ON OR BEFORE A CERTAIN FUTURE DATE"
⚠️ PUT"The RIGHT TO SELL a specified quantity of an asset AT A PARTICULAR PRICE on or before a certain future date"

1.1 The premium

⚠️ "In an options transaction, THE PURCHASER PAYS THE SELLER (THE WRITER OF THE OPTION) AN AMOUNT FOR THE RIGHT TO BUY (in case of call options) OR FOR THE RIGHT TO SELL (in case of put options). This amount is known as the 'OPTION PREMIUM'."

1.2 The four positions

PartyLong (Buy)CounterpartyShort (Sell)
⚠️ Call Buyer⚠️ RIGHT TO BUYCall Seller⚠️ OBLIGATION TO SELL to the call buyer
⚠️ Put Buyer⚠️ RIGHT TO SELLPut Seller⚠️ OBLIGATION TO BUY from the put buyer

Read the seller's column carefully. A call seller must sell if exercised. A put seller must buy if exercised. The seller's action is always the mirror of the buyer's right.

1.3 The buyer's three choices

⚠️ "An option buyer has the following choices:"

  1. ⚠️ "EXERCISE the option on the expiration date"
  2. ⚠️ "SELL the option in the Exchange BEFORE the expiration date"
  3. ⚠️ "LET THE OPTION EXPIRE without being exercised on the expiration date"

2. The vocabulary

Term⚠️ Definition
⚠️ Buyer of an option"One who HAS A RIGHT BUT NOT THE OBLIGATION in the contract. For owning this right, he pays a price to the option seller called OPTION PREMIUM"
⚠️ Writer of an option"Also referred to as the SELLER. One who RECEIVES THE OPTION PREMIUM and is thereby OBLIGED TO SELL/BUY THE ASSET IF THE BUYER EXERCISES HIS RIGHT"
⚠️ Option price / Premium"The price which the option buyer pays to the option seller"
⚠️ Lot size"The NUMBER OF UNITS OF UNDERLYING ASSET in an options contract"
⚠️ Expiration Day"The day on which the options contract CEASES TO EXIST. It is the LAST TRADING DATE/DAY of the contract"
⚠️ Spot price"The price at which the underlying asset TRADES IN THE SPOT MARKET"
⚠️ Strike / Exercise price"The price for which the underlying security MAY BE PURCHASED (in case of call) OR SOLD (in case of put) by the option holder, by exercising the option"
⚠️ Open Interest"The TOTAL NUMBER OF (PUT/CALL) OPTION CONTRACTS OUTSTANDING for an underlying asset"

2.1 American versus European

⚠️ AMERICAN: "A style of settlement in which the options buyer HAS THE OPTION TO EXERCISE HIS RIGHT to call for delivery or take the delivery ON OR BEFORE THE EXPIRY of the options contract. The owner CAN EXERCISE HIS RIGHT AT ANY TIME ON OR BEFORE THE EXPIRY DATE."

⚠️ EUROPEAN: "The owner CAN EXERCISE HIS RIGHT ONLY ON THE EXPIRY DATE/DAY of the contract."

And what they turn into on exercise:

  • ⚠️ "Within commodity 'options on futures', on exercise, a few commodity options DEVOLVE INTO THE UNDERLYING FUTURES CONTRACTS" — "all such devolved futures positions are considered to be devolved AT THE STRIKE PRICE OF EXERCISED OPTIONS, on the expiry date of options, during the END OF THE DAY PROCESSING"
  • ⚠️ "In the case of 'OPTIONS ON GOODS', they result in DIRECT DELIVERY OF THE UNDERLYING COMMODITY ITSELF" — "the options devolve into DIRECT DELIVERY OBLIGATIONS where the delivery positions are created and considered to be DELIVERABLE AT THE STRIKE PRICE of exercised options on the expiry date"

3. Moneyness

Status⚠️ CALL option⚠️ PUT option
⚠️ In-the-money (ITM)⚠️ Market price > Strike price⚠️ Market price < Strike price
⚠️ At-the-money (ATM)⚠️ Market price = Strike price⚠️ Market price = Strike price
⚠️ Out-of-the-money (OTM)⚠️ Market price < Strike price⚠️ Market price > Strike price

⚠️ ITM: "This option would give the holder A POSITIVE CASH FLOW IF IT WERE EXERCISED IMMEDIATELY."

⚠️ ATM: "Would lead to ZERO CASH FLOW if it were exercised immediately. Therefore, FOR BOTH CALL AND PUT ATM OPTIONS, STRIKE PRICE IS EQUAL TO SPOT PRICE."

⚠️ OTM: "One with STRIKE PRICE WORSE THAN THE SPOT PRICE for the holder. This option would give the holder A NEGATIVE CASH FLOW if it were exercised immediately."

3.1 Close to the money — a commodity-only concept

Hold on to that restriction — it is one of the most reliably examined distinctions in this chapter.


4. Intrinsic value and time value

⚠️ "For an option, INTRINSIC VALUE refers to THE AMOUNT BY WHICH THE OPTION IS IN THE MONEY, i.e. the amount an option buyer will realize, BEFORE ADJUSTING FOR THE PREMIUM PAID, if he exercises the option instantly."

Option⚠️ Intrinsic value
⚠️ CALL (ITM)⚠️ S − X — "the excess of spot price over the strike price", with MINIMUM VALUE ZERO
⚠️ PUT (ITM)⚠️ X − S — "the excess of exercise price over the spot price", with MINIMUM VALUE ZERO

"With minimum value possible as zero BECAUSE NO ONE WOULD LIKE TO EXERCISE HIS RIGHT UNDER NO ADVANTAGE CONDITION."

⚠️ TIME VALUE: "It is the DIFFERENCE BETWEEN PREMIUM AND INTRINSIC VALUE, if any, of an option. ATM AND OTM OPTIONS WILL HAVE ONLY TIME VALUE because the intrinsic value of such options is zero."


5. Long and short on options

⚠️ LONG: "Buyer of an option is said to be 'LONG ON OPTION'."

  • ⚠️ "You have THE RIGHT TO EXERCISE that option"
  • ⚠️ "Your POTENTIAL LOSS IS LIMITED TO THE PREMIUM AMOUNT you paid"
  • ⚠️ "PROFIT WOULD DEPEND ON THE LEVEL OF UNDERLYING ASSET PRICE at the time of exercise/expiry"

⚠️ SHORT: "Seller or the writer of an option is said to be 'SHORT ON OPTION'."

  • ⚠️ "You have AN OBLIGATION TO THE BUYER as you have received the option premium"
  • ⚠️ "Your MAXIMUM PROFIT is THE PREMIUM RECEIVED"
  • ⚠️ "YOUR POTENTIAL LOSS CAN BE VERY HIGH"

5.1 The risk and reward table

Position⚠️ Maximum Risk⚠️ Maximum Reward
⚠️ Long Call⚠️ Limited to Premium⚠️ UNLIMITED
⚠️ Short Call⚠️ UNLIMITED⚠️ Limited to Premium
⚠️ Long Put⚠️ Limited to Premium⚠️ Strike price LESS premium
⚠️ Short Put⚠️ Strike price LESS premium⚠️ Limited to Premium

Note why the put rows are capped where the call rows are not: a price can rise without limit, but it cannot fall below zero. So a long put's best case is the strike falling to nothing — strike price less premium.

5.2 Why option pay-offs are non-linear

⚠️ "This is UNLIKE RETURNS FROM A FUTURES CONTRACT or returns from a position in the spot market, WHICH ARE LINEAR AND ARE THE SAME FOR BOTH BUYER AND SELLER."

The workbook spells out the contrast: in a futures contract, "the return would increase by say Rs 10 for every Rs 8 increase in spot price and would ALSO DECREASE BY Rs 10 for every Rs 8 decrease." But "in a long call option, the returns are NEGATIVE AND REMAIN CONSTANT irrespective of the amount of decrease in spot price, while returns KEEP INCREASING with increasing spot price."

⚠️ "Similarly, for a LONG PUT option, the returns are NEGATIVE AND REMAIN CONSTANT irrespective of the amount of INCREASE in spot price, while returns KEEP INCREASING WITH DECREASING SPOT PRICE."

⚠️ The break-even for a long call: "STRIKE PRICE + PREMIUM."


6. The gold worked example

"Style: EUROPEAN · Contract: GOLD · Strike price: Rs 48,000 per 10 grams · Premium paid: Rs 500 per 10 grams · Expiry: 5th October · Settlement price on expiry: Rs 50,000 per 10 grams"

⚠️ Buyer of a call⚠️ Seller of a call⚠️ Buyer of a put⚠️ Seller of a put
PremiumPaid upfront, non-refundableReceived upfront, non-refundablePaid upfront, non-refundableReceived upfront, non-refundable
Exercised?⚠️ YES — strike 48,000, settlement 50,000⚠️ YES — "the buyer will exercise and the seller is UNDER OBLIGATION TO FULFILL THE CONTRACT"⚠️ NO — "the buyer has no incentive as he may SELL IN THE MARKET AT Rs 50,000 INSTEAD OF SELLING AT Rs 48,000"⚠️ NO — "so it does not create any obligation on the seller of put"
Cash settlement⚠️ Gain Rs 2,000 minus Rs 500 premium = NET PROFIT Rs 1,500⚠️ Loss Rs 2,000 minus Rs 500 received = NET LOSS Rs 1,500⚠️ Loss of Rs 500 — the premium paid⚠️ Gain of Rs 500 — the premium received
Physical delivery"Pays the full strike price at Rs 48,000 and RECEIVES DELIVERY OF PHYSICAL 10 GMS GOLD"; selling at Rs 50,000 earns Rs 2,000⚠️ "Has to SELL AND DELIVER his physical gold at Rs 48,000, EVEN THOUGH THE ONGOING MARKET PRICE IS Rs 50,000. IF HE DOES NOT HAVE PHYSICAL GOLD, HE HAS TO BUY IT FROM THE MARKET AT Rs 50,000 and sell at Rs 48,000 — a LOSS OF Rs 2,000"No transaction, payment or deliveryNo transaction, payment or delivery

6.1 The zinc scenario tables

"Commodity: ZINC · Strike Price: Rs 180 · Call Premium: Rs 10 · Put Premium: Rs 8 · Expiry: One month"

CALLS — "on expiration, if the market price is HIGHER than the strike price, the call option WILL be exercised":

Market priceStrikePremium⚠️ Buyer of Call⚠️ Seller of Call
20018010⚠️ Profit Rs 10⚠️ Loss Rs 10
22018010⚠️ Profit Rs 30⚠️ Loss Rs 30
16018010⚠️ Loss Rs 10⚠️ Profit Rs 10
14018010⚠️ Loss Rs 10⚠️ Profit Rs 10

Look at the last two rows. Whether the price falls to 160 or to 140, the call buyer's loss stays at Rs 10 — the premium. That flat line is the whole value of buying an option rather than a future.

PUTS — "if the market price is LOWER than the strike price, the put option WILL be exercised":

Market priceStrikePremium⚠️ Buyer of Put⚠️ Seller of Put
2001808⚠️ Loss Rs 8⚠️ Profit Rs 8
2201808⚠️ Loss Rs 8⚠️ Profit Rs 8
1601808⚠️ Profit Rs 12⚠️ Loss Rs 12
1401808⚠️ Profit Rs 32⚠️ Loss Rs 32

Check the arithmetic on the 160 row: 180 − 160 = 20 intrinsic, less Rs 8 premium = Rs 12 net. And at 140: 180 − 140 = 40, less 8 = Rs 32.


7. The MSP as a put option

"Maize: Rs 1,850 per quintal (previous year it was Rs 1,760 per quintal). Wheat: Rs 1,925 per quintal. These are the GUARANTEED PROCUREMENT PRICES by the Government."

The maize illustration: ⚠️ "If MSP = Rs 1,850 per quintal and market price = Rs 1,350 per quintal, farmers get price protection (PUT OPTION BUY POSITION) at Rs 1,850. Farmers will SELL TO GOVERNMENT AT Rs 1,850 INSTEAD OF SELLING IN THE MARKET AT Rs 1,350. The government, LIKE A PUT OPTION SELLER, HAS TO TAKE DELIVERY at Rs 1,850. BY CHANCE, IF ACTUAL MARKET PRICE GOES ABOVE MSP (say Rs 2,000), THEN THE FARMER MAY NOT EXERCISE this option but MAY SELL IN THE MARKET DIRECTLY."

The wheat illustration: ⚠️ "If MSP = Rs 1,925 and market price = Rs 1,825, this gives a benefit to farmers to sell to the government SO LONG AS THE MARKET PRICE REMAINS BELOW MSP. GOVERNMENT IS OBLIGED TO PURCHASE AT Rs 1,925 SO LONG AS THE FARMERS KEEP SELLING TO IT."

This is the clearest illustration in the whole workbook of what "right without obligation" means in ordinary Indian life. The farmer keeps the upside — sells at Rs 2,000 in the market if prices rise — while being protected at Rs 1,850 if they fall. And the Government carries the obligation without collecting a premium for it, which is precisely why MSP costs the exchequer money.

Think of it like this

The token money on a flat you may not buy

You like a flat in Pune and pay Rs 2 lakh as token money to hold it for three months while you arrange a loan. If the loan comes through, you buy at the agreed price. If it does not — or if you find a better flat — you walk away and the seller keeps the Rs 2 lakh.

⚠️ That token money is the option premium, and the deal is a call option. "Premium is the cost of the option paid by the buyer to the seller and is NON-REFUNDABLE. Since the buyer is paying the premium to the seller, he has the RIGHT TO EXERCISE THE OPTION WHEN IT IS FAVOURABLE TO HIM BUT WITH NO OBLIGATION TO DO SO."

The seller's position is the mirror: "The seller, being the receiver of the premium, HAS NO RIGHT BUT AN OBLIGATION TO THE BUYER." He must hold the flat at the agreed price for three months, whatever happens to property prices in the meantime.

This one arrangement contains the entire risk-reward table: the buyer's maximum risk is limited to the premium — Rs 2 lakh — while the seller's maximum reward is limited to the premium he pockets.

The insurance policy nobody wants to claim

You pay Rs 12,000 a year to insure your car. At the end of the year, nothing happened, and the Rs 12,000 is gone. You do not feel cheated — you bought a year of not worrying.

⚠️ A long put is exactly this. The premium is the annual policy cost; the strike price is the sum insured; the claim is the exercise. "Your potential loss is limited to the premium amount you paid for buying the option."

And it explains the option seller's business. The insurance company is the writer: "Your maximum profit as the seller of the option is the premium received. YOUR POTENTIAL LOSS CAN BE VERY HIGH." Most years it collects and pays nothing. Then one year a flood takes out ten thousand cars at once.

This is why the workbook warns that "option sellers are at a fundamental advantage" on time decay — and yet the risk table gives the short call unlimited risk. Both statements are true. The seller wins small and often, and loses big and rarely.

The Minimum Support Price the farmer never has to use

A maize farmer in Madhya Pradesh knows the Government's MSP is Rs 1,850 per quintal. If the mandi price crashes to Rs 1,350, he sells to the Government. If it rises to Rs 2,000, he ignores the MSP entirely and sells in the mandi.

⚠️ The workbook makes this comparison itself: "For farmers, these MSP acts like STRIKE PRICE OF A PUT OPTION. Farmers will have a position like BUYERS OF PUT OPTION at the strike price of the MSP. At the same time, GOVERNMENT WILL HAVE A POSITION LIKE THAT OF A SELLER OF PUT OPTION."

⚠️ With one difference: "The Government DOES NOT RECEIVE PREMIUM for selling/writing the option, but in the market the seller/writer of the same put option WILL RECEIVE A PREMIUM."

Which is, in one line, why MSP costs the exchequer money. The Government has written millions of put options and collected nothing for any of them. A market put seller at least gets paid for taking the same risk.

The ice block that melts whether or not anyone buys it

A vendor buys a block of ice in the morning. Whether or not a customer comes, the block is smaller by evening. And it melts faster in the last hour of a hot afternoon than it did at dawn.

⚠️ That is time value, and its decay. "Options are known as 'WASTING ASSETS', due to this property where the TIME VALUE GRADUALLY FALLS TO ZERO by the time the contract reaches expiry."

⚠️ "It may be noted that the RATE AT WHICH THE TIME VALUE OF THE OPTION ERODES (TIME DECAY) IS NOT LINEAR, AND THE RATE OF EROSION INCREASES AS THE EXPIRY DATE APPROACHES."

And this is what gives the seller his structural edge: "Of the two components of option pricing, ONE COMPONENT IS INHERENTLY BIASED TOWARDS REDUCTION IN VALUE, i.e. TIME VALUE, and the other need not necessarily move so. So, IF ALL THINGS REMAIN CONSTANT throughout the contract period, THE OPTION PRICE WILL ALWAYS FALL BY EXPIRY."

Nitin's silver call falling from Rs 3,500 to Rs 3,450 while silver did not move is not a mystery. It is the ice melting.

The dam wall and the open field

Water released into a channel with a dam wall can only rise so fast — the gate limits the flow. The same water released into an open field spreads unpredictably, because nothing regulates it.

⚠️ Futures markets have the dam wall; spot commodity markets do not. "Futures are part of organized markets at Exchanges and have DAILY PRICE LIMITS (DPL), i.e. circuit breakers, which puts a limit on volatility. On the other hand, SPOT MARKETS IN COMMODITY ARE NOT REGULATED and hence there are NO CONTROLS ON THE PRICE DISCOVERY PROCESS."

"Due to HIGHER VOLATILITY FACTOR and partly ASYMMETRY OF DATA OR LIMITATIONS OF THE SPOT POLLING PROCESS, OPTIONS ON GOODS MAY BE PRICED HIGHER as protection demand may be higher."

Since volatility raises the premium of every option, an option written on the wilder of two prices is worth more. Higher volatility input, higher premium — the risk manager in Query 5 is not being overcharged, he is buying insurance on a rougher road.

The three doors of the exam hall

A candidate in an examination hall has three ways out: hand in the paper and take the result, transfer to another centre before the paper ends, or simply walk out without submitting.

⚠️ An option holder has the same three: "There are THREE DIFFERENT WAYS OF CLOSING AN OPTION POSITION: OFFSET, EXERCISE AND EXPIRATION."

⚠️ "THE MOST COMMON METHOD OF EXIT IS BY OFFSET. This is accomplished by SELLING (PURCHASING) A CALL OR PUT IDENTICAL TO THE PUT OR CALL ORIGINALLY BOUGHT (SOLD)." It is done "to make a profit on account of the change in the premiums or to unwind an existing position."

"The option is EXERCISED on the expiry date only IF IT IS IN-THE-MONEY." And "the last choice for the option holder is TO ABANDON THE OPTION IF IT IS OUT-OF-THE-MONEY and is not profitable for him to exercise."

Notice which door most people actually use. Exercise is the dramatic one that textbooks dwell on, but offset is the everyday exit — and it is only possible because exchange-traded options are standardised and liquid.

Key terms in this chapter

American option
An option the owner can exercise at any time on or before expiry. Not permitted in Indian commodity derivatives.
At-the-money (ATM)
An option whose strike equals the spot price, giving zero cash flow if exercised immediately. Its premium is almost entirely time value.
Binomial pricing model
Developed by William Sharpe in 1978. It builds a tree of all possible prices at equally spaced steps, assuming the price can only move up or down at fixed rates. Flexible and intuitive, but lengthy and time-consuming.
Black-76 model
The variant of Black-Scholes used for Options on Futures, where the underlying is a futures contract rather than a good. Because e to the power minus rT times F equals S, the two models give the same answer on expiry.
Black-Scholes model
Published in 1973 by Fisher Black and Myron Scholes. Fast and simple, needing no iteration, it prices an option from underlying price, strike, volatility, time to expiry and the risk-free rate. Used for Options on Goods.
Call option
A contract giving the buyer the right, but not the obligation, to buy a specified quantity of a commodity at the strike price on or before a certain date.
Close to the money (CTM)
Strikes very close to the spot price — the ATM strike plus three above and three below, making seven in all. The concept applies only to Options on Goods, never to Options on Futures, and CTM options are exercised only on explicit instruction.
Contrary instruction
An instruction from the holder of an ITM option not to exercise it, given through a broker in a 15 to 30 minute window after the FSP is determined. Without it, every ITM option is exercised automatically.
Delta
The change in option premium per unit change in the underlying price — the most important Greek, and the speed at which an option tracks its underlying. Positive for call buyers and put sellers, negative for put buyers and call sellers.
Devolvement
What happens to an exercised option. For futures options: long call to long futures, long put to short futures, short call to short futures, short put to long futures — all at the strike price. For goods options: into payment and delivery obligations.
European option
An option exercisable only on the expiry date. Under current regulatory norms only European style commodity options are permitted in India, for both Options on Futures and Options on Goods.
Explicit instruction
The instruction required to exercise an ATM or CTM option. These are never exercised by default — the opposite of the ITM rule.
Futures carry effect
Because futures normally trade above spot, a call option on futures has more intrinsic value than a call on goods, while a put on goods has more intrinsic value than a put on futures.
Gamma
The change in delta per unit change in the underlying price — the second derivative. It signifies the speed at which an option moves into or out of the money.
Implied volatility
The volatility figure built into the traded option price, derived from a model such as Black-Scholes using strike price, underlying price, time to expiry and interest rate. It represents the market's collective view of future volatility.
In-the-money (ITM)
An option that would give a positive cash flow if exercised immediately — a call whose market price exceeds the strike, or a put whose market price is below the strike. ITM options are exercised automatically unless a contrary instruction is given.
Intrinsic value
The amount by which an option is in the money — S minus X for a call, X minus S for a put, floored at zero. Only ITM options have it, and it can never be negative.
Lot size
The number of units of the underlying asset in one options contract. For both Options on Futures and Options on Goods it is kept equal to the futures lot size, so that positions net without odd lots.
Open interest
The total number of put or call option contracts outstanding for an underlying asset.
Option premium
The amount the buyer pays the seller for the right. It is non-refundable, is the buyer's maximum loss and the seller's maximum gain, and is made up of intrinsic value plus time value.
Options on Futures
Options whose exercise devolves into a position in the underlying futures contract, opened at the strike price, around thirteen days before futures expiry. Introduced in FY2017-18.
Options on Goods
Options whose exercise devolves into direct delivery of and payment for the commodity itself. Introduced in 2020, they are marked by an "S" suffix in the contract symbol and use the seven-strike CTM band.
Out-of-the-money (OTM)
An option whose strike is worse than the spot price for the holder, giving a negative cash flow if exercised. OTM options expire worthless.
Put-call parity
The relationship C − P = S − K/(1+rt) for options on goods, and C − P = F/(1+rt) − K/(1+rt) for options on futures. It implies call equals put for ATM options on futures, while for goods the ATM gap equals the interest on the strike.
Put option
A contract giving the buyer the right, but not the obligation, to sell a specified quantity at the strike price on or before a certain date. The Government's Minimum Support Price works like a put option written for farmers.
Rho
The change in option price per one percentage point change in the risk-free interest rate. A rate rise increases the call price and reduces the put price.
Strike price
The price at which the underlying may be purchased (call) or sold (put) by exercising the option. Also called the exercise price.
Theta
The change in option price for a one-day decrease in time to expiry — the measure of time decay. Usually negative for a long option, whether call or put.
Time value
Premium minus intrinsic value. It reflects the possibility that the price can still move beyond the strike, and it decays to zero by expiry at an accelerating rate.
Vega
The change in option premium per one percent change in volatility. Positive for both calls and puts, because greater volatility raises the expected pay-out from any bought option.
Volatility
The magnitude of movement in the underlying price, either up or down. It raises both call and put premiums equally, because either direction of movement helps whoever holds a right.
Wasting asset
What an option is, because its time value declines every day regardless of what the underlying does. This is why option sellers hold a structural advantage over buyers.
Writer of an option
The seller — the one who receives the premium and is thereby obliged to sell (if a call is exercised) or buy (if a put is exercised). No right, only an obligation.

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Original explanatory writing based on the official NISM workbook for Series XVI, which is published and copyrighted by NISM. Check figures against the current edition at nism.ac.in.

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