Moneyness
Also written In the money · Out of the money · At the money · ITM · OTM · ATM
Whether exercising an option right now would give the buyer a positive, zero or negative cash flow — classifying it as in the money, at the money or out of the money.
In plain language
Moneyness answers one question about an option, today: if I exercised it this instant, would I be better off?
- In the money (ITM) — exercising produces a positive cash flow. A call is ITM when the strike is below the underlying price; a put is ITM when the strike is above it.
- At the money (ATM) — the strike equals the spot exactly. Exercise produces nothing. Any move from here pushes it one way or the other.
- Out of the money (OTM) — exercising would produce a negative cash flow, so nobody does it. A call is OTM when the strike is above spot; a put is OTM when the strike is below.
Note what the classification ignores: the premium you paid. An option can be comfortably in the money and still have lost you money. Moneyness is about the exercise decision, not the profit and loss.
How it works
Moneyness is the same thing as intrinsic value, expressed as a label instead of a number.
Intrinsic value of a call = max(Spot − Strike, 0)
Intrinsic value of a put = max(Strike − Spot, 0)
Intrinsic value can never be negative, because nobody exercises into a loss. So only ITM options have intrinsic value; ATM and OTM options are made of time value and nothing else.
Exchange traded USDINR options are listed at strike intervals of Rs 0.25 — 82.75, 83.00, 83.25, 83.50 and so on — and the exchange keeps at least 12 in-the-money, 12 out-of-the-money and one near-the-money strike available on every contract. "Near the money" exists as a category precisely because a listed strike rarely sits exactly on the spot rate, so a strictly at-the-money option is a textbook case more than a traded one.
The formula
| Call option | Put option | |
|---|---|---|
| In the money | Strike < Spot | Strike > Spot |
| At the money | Strike = Spot | Strike = Spot |
| Out of the money | Strike > Spot | Strike < Spot |
Premium = Intrinsic value + Time value
At expiry: Time value = 0, so Premium = Intrinsic value
A worked example
USDINR is trading at 83.15. The listed strikes around it are 82.75, 83.00, 83.25 and 83.50. Each contract is USD 1,000.
| Strike | Call | Intrinsic (call) | Put | Intrinsic (put) |
|---|---|---|---|---|
| 82.75 | ITM | 0.40 | OTM | 0 |
| 83.00 | ITM | 0.15 | OTM | 0 |
| 83.25 | OTM | 0 | ITM | 0.10 |
| 83.50 | OTM | 0 | ITM | 0.35 |
No strike is at the money — 83.15 is not a listed strike. The near-the-money strike is 83.25, being 0.10 away rather than 0.15.
In rupees, per contract of USD 1,000:
83.00 call, intrinsic value = 0.15 × 1,000 = Rs 150
83.25 put, intrinsic value = 0.10 × 1,000 = Rs 100
83.25 call, intrinsic value = 0.00 × 1,000 = Rs 0
Now suppose the 83.00 call is quoted at 0.28. Then:
Intrinsic value = 0.15 → Rs 150
Time value = 0.13 → Rs 130
Premium = 0.28 → Rs 280 per contract
And here is the trap in rupees. A trader who bought that 83.00 call at 0.28 is holding an option that is in the money and is nonetheless down Rs 130 a contract. On 20 contracts that is Rs 2,600 of loss on a position the screen is colouring green. His breakeven is 83.00 + 0.28 = 83.28, and the spot is 83.15.
At expiry, if the FBIL reference rate settles at 83.15, the call is cash settled for its intrinsic value of Rs 150 a contract — Rs 3,000 on 20 contracts against Rs 5,600 of premium paid.
Why NISM asks about it
Chapter 4 (Exchange Traded Currency Options), section 4.4, is devoted to moneyness and carries the strike-versus-spot table; section 4.5.1 splits the premium into intrinsic and time value. Between them they generate more questions than almost anything else in the paper.
The standard forms are: given a spot and a strike, classify the call and the put; state which moneyness categories have zero intrinsic value (ATM and OTM); and compute the intrinsic and time components of a quoted premium. Chapter 4 also uses moneyness to set up delta, and Chapter 5 uses it to choose strikes for spreads.
Common exam traps
- Moneyness ignores the premium. ITM does not mean profitable. Profit needs spot beyond strike + premium for a call, or below strike − premium for a put.
- The call and put at one strike are always opposites. If the 83.25 call is OTM, the 83.25 put at the same moment is ITM. They can never both be in the money.
- ATM and OTM options have zero intrinsic value, not zero premium. They still trade, because they carry time value, and that time value is what a spread trader is buying and selling.
- Intrinsic value is floored at zero — never negative. An option "in the money by minus 0.20" is simply out of the money.
- A listed strike rarely equals spot, so "near the money" is the practical category and ATM is the theoretical one. The contract specification guarantees one near-the-money strike, not an ATM one.
- Exchange traded currency options are European and premium style: moneyness during the life tells you what the option is worth, but exercise only happens at expiry, against the FBIL reference rate.
Where this is taught
- Series V-D · Chapter 21: Exchange Traded Interest Rate Optionsintroduced here
- Series XIX-B · Chapter 8: Valuationintroduced here
- Series IV · Chapter 4: Exchange Traded Interest Rate Optionsintroduced here
- Series I · Chapter 4: Exchange Traded Currency Optionsintroduced here
Related terms
- Intrinsic valueWhat an asset is actually worth — the present value of the cash it will generate over its remaining life, as against whatever price the market is quoting today.
- Currency optionAn option giving the buyer the right, but not the obligation, to buy or sell an agreed amount of a certain currency with another currency at a specified exchange rate on or before a specified future date.
- DeltaThe change in an option's premium for a one-rupee change in the underlying — the first and most used Greek, and the hedge ratio that says how much underlying to hold against an option position.
- OptionA contract giving the buyer the right, but not the obligation, to buy or sell the underlying at a stated price on or before a stated date, in exchange for a premium paid to the writer.
- Protective putHolding a stock and buying a put on it, so losses are capped at the premium while gains continue to grow.
- Strike priceThe price fixed in an option contract at which the buyer may buy (call) or sell (put) the underlying if he chooses to exercise — fixed for the life of the contract, unlike the premium.
- Time valueThe premium less the intrinsic value. It falls to zero by expiry, which is why options are called wasting assets.
- Option premiumThe price an option buyer pays the seller for the right the contract carries — non-refundable, and made up of intrinsic value plus time value.
- Call optionA contract giving its buyer the right, but never the obligation, to buy the underlying at a fixed strike price — so the loss is capped at the premium and the gain is not.
- Put optionA contract giving its buyer the right, but never the obligation, to sell the underlying at a fixed strike price — insurance against a fall, bought for a premium.
- Horizontal spreadTwo options of the same type and the same strike but different expiries — a position whose entire value is the difference between the two legs' time values, not a view on direction.
- Diagonal spreadTwo options of the same type on the same underlying with both a different strike and a different expiry — the most complicated of the three spread families, and the only one that varies on both axes.