The Settlement Price: The Number a Margin Call Uses
A settlement price is the price a clearing corporation determines for a contract at the close of a day, and every open position in that contract is revalued against it. A settlement price is not the last price somebody traded at, and it is nobody's opinion of value. The day's collateral call is struck on that number, and that is why the method behind it is settled before the day begins rather than after it.
A promise is only as good as what backs it, and what backs it has to be measured against something every single day. The measure cannot be whatever price was last seen on a screen. Two people watching two screens would owe each other different amounts by the end of the evening. The arrangement needs one number, arrived at the same way every day, that everybody is bound by before anybody knows whether it helps them. The settlement price is that number, and where it comes from is the reason it can do the job.
Everything here runs on one invented set of figures, so it is worth fixing them before anything else. There is a reference asset, invented for this guide and standing in for whatever a contract might reference. Its spot price is Rs 2,000.00/-, a PRICE, and that same figure is the exposureThe value of the referenced thing that a position stands on. The exposure is the base a margin percentage is struck on, and it is not an amount that changes hands. carried by one unit. The reference asset pays nothing at all while it is held. A payout during the holding period would change every carried figure below, so an asset that pays nothing keeps the arithmetic clean.
Financing costs 6.50 per cent a year. Carry one unit for a year and the cost is Rs 2,000.00/- multiplied by 1.065, giving Rs 2,130.00/-. Rs 2,130.00/- is the agreed price, and it is a PRICE. The agreed price is arithmetic performed on a rate, and it is not a forecast that anything will rise by 6.50 per cent over the year. Anybody who reads it as a view about the future has read a cost as an opinion.
Against that position sits collateral. The initial marginCollateral put up before a position is carried. Initial margin is not a payment for the position and it is not a deposit toward the price. It is what the arrangement holds while the promise is open. used throughout this guide is 8.0 per cent of the Rs 2,000.00/- exposure, giving Rs 160.00/- on one unit, and that 8.0 per cent, invented for teaching, is not a requirement anybody has set. What is actually asked for is set by clearing corporations under the framework of the Securities and Exchange Board of India (SEBI) at sebi.gov.in, it differs by contract and by day, and it moves, so it is confirmed at source rather than taken from a printed figure. The invented figure exists to expose a ratio, and that ratio survives whatever the real percentage turns out to be.
What is a settlement price, and what is it not?
A settlement priceThe price determined at the close of a day that every open position in a contract is revalued against. Determined by a stated method, not picked up off the last trade. is determined at the close of a day by the clearing corporationThe party that stands between the two sides of every position, so that neither side has to look at the other., by a method that was settled in advance. Hold on to the verb. The price is determined. Somebody applies a stated rule and a number comes out the other end.
Most readers arrive carrying at least one of three mistakes. A settlement price is not necessarily the last price traded, it is not a quote anybody could have dealt at, and it is not a valuation of the reference asset for any other purpose. Each of those is a different mistake and each costs a different thing. The first turns an accident into an obligation. The second invites an argument that a better number could have been had. The third leaks a figure built for one narrow job into decisions it was never built for.
An everyday arrangement does the same job. A milk co-operative collects from two hundred households in a morning. The co-operative fixes one price for the day's collection and pays every household on that number, rather than on whatever the last buyer through the gate happened to offer at half past eleven. Nobody thinks the fixed price is a lie about what milk is worth. Everybody understands it as the number the day's accounts run on, arrived at by a rule that was agreed before the churns arrived.
Set that beside a last traded priceThe price of the most recent trade in a contract. A last traded price records what two parties did with each other, and it is not the number a revaluation uses. and the two separate cleanly. They differ on three things at once: who produced them, what they are for, and whether anybody could have dealt at them.
Why is a settlement price determined rather than simply observed?
The last trade of the day in a contract goes through at one price, between two parties, for one unit. Should that be the price every open position in the contract is revalued against?
A price that is simply observed is whatever the last trade happened to be. The last trade may have been one small trade, late in the day, between two parties with a reason of their own for doing it at that moment. The trade is a real event and it is honestly recorded, and it is still a thin thing to hang an evening on. If the last trade decided the number, the collateral called from every open position in the contract that evening would be struck on an accident.
So the price is arrived at by a stated method instead. The exchange sets the method and what it draws on, under the framework of SEBI at sebi.gov.in. The method differs by contract, and it moves, so it is read at source on the day it is needed. A method written out somewhere else would not be merely out of date on the day it changed. A stale method would be wrong, and wrong in the confident voice of something printed.
A settlement price cannot be worked out from the method alone. The method needs the trade record it draws on, and that record sits with the exchange. Every settlement price below, invented for teaching, is derived instead from a stated percentage move on the Rs 2,000.00/- exposure. The arithmetic can then be followed without a single trade record.
What does the settlement price actually do once it exists?
The settlement price matters entirely because of what happens next. Once it exists, every open position in the contract is revalued against it and the difference is collected or paid. The act of revaluing has a name: the position is markedRevalued against the settlement price. Marking is the arithmetic; the call that follows is the money.. The arithmetic is worked through below on the invented figures rather than taken on trust.
The agreed price is Rs 2,130.00/-, a PRICE. The settlement price determined for the day is Rs 2,050.00/-, also a PRICE. The distance between them is Rs 80.00/-, and that Rs 80.00/- is 4.0 per cent of the Rs 2,000.00/- exposure. The figure comes from that percentage rather than being asserted. Rs 2,130.00/- less Rs 80.00/- is Rs 2,050.00/-. The Rs 80.00/- is then a PAYMENT, and it leaves the long position's balance that evening. Nothing was bought at Rs 80.00/-. The Rs 80.00/- is the amount that moved because two prices differ.
The agreed price is Rs 2,130.00/- and the settlement price for the day is Rs 2,050.00/-. What moves, and which of the three labels does each figure carry?
Now the second limb, and the two have to be read together because either one alone misleads. The balance posted was Rs 160.00/-, being an invented 8.0 per cent of the Rs 2,000.00/- exposure. So the Rs 80.00/- that left is 50.0 per cent of what was put up. And Rs 2,000.00/- of exposure standing on Rs 160.00/- of collateral is 12.50 times. A four per cent move in the referenced thing takes half of what was put down, and that ratio, not the exposure and not the size of the contract, is what makes these positions different to hold.
Read the two limbs in the other direction and the same fact appears. One divided by 12.50 is 8.0 per cent, so a move of 8.0 per cent of the exposure would take the whole of what was put up. The 8.0 per cent repeats the invented margin percentage for one reason only: that percentage set the Rs 160.00/- in the first place. The repetition is the same number wearing a second hat, not a coincidence worth reading anything into.
Readers most often stop checking here, so say the label out loud one more time before moving on. The 8.0 per cent here is an invented teaching figure. What a clearing corporation actually calls for is set under the framework of SEBI at sebi.gov.in and moves. Change the percentage and the Rs 160.00/- changes, the 50.0 per cent changes and the 12.50 times changes. The shape does not change: a small percentage of a large exposure is a large percentage of the collateral, and that holds at any margin percentage anybody sets.
The same position was carried on Rs 160.00/- of collateral against Rs 2,000.00/- of exposure. What share of the collateral did the Rs 80.00/- take, and what leverage sits behind it?
Move the settlement price, and watch the payment flip and the balance redraw
One control: the settlement price determined for the day. One consequence: the payment that moves, in which direction, and what is left of the collateral posted. The range runs from Rs 2,050.00/- to Rs 2,210.00/- because those are the two settlement prices a move of Rs 80.00/- either way from the agreed price of Rs 2,130.00/- produces, and Rs 80.00/- is 4.0 per cent of the Rs 2,000.00/- exposure. Each step of Rs 10.00/- is 0.5 per cent of that exposure.
Assumptions on screen, all of them invented for teaching: one unit of the reference asset, exposure Rs 2,000.00/-, agreed price Rs 2,130.00/-, initial margin 8.0 per cent giving Rs 160.00/- posted. The reference asset pays nothing while it is held. No further margin is called during the day. Intraday calls are a real arrangement set under the framework of SEBI at sebi.gov.in, left out of this arithmetic on purpose. Educational illustration. Not a margin calculator, and the 8.0 per cent behind the Rs 160.00/- is not a requirement anybody has set.
Why does every position in one contract have to use the same number?
Because what is collected from one side is credited to the other. A position holderThe party carrying a position. on the long side pays Rs 80.00/- and a position holder on the short side receives Rs 80.00/-, and those two figures have to be struck on the same price or the evening does not add up. Two numbers would mean the collections and the payments differ, and the difference would have to come from somewhere or go somewhere, and there is nowhere for it to go.
Take six invented positions in the same contract, three long and three short. Each long position pays Rs 80.00/-, so Rs 240.00/- is collected. Each short position receives Rs 80.00/-, so Rs 240.00/- is credited. The settlement price is not a service rendered to any position holder. It closes the day's arithmetic. A reader who takes that on board stops reading the number as a valuation and starts reading it as a pivot: it is the point both sides turn on, and its job is symmetry rather than accuracy about anything else.
The same requirement shows up in a chit arrangement run among twelve neighbours. Whatever the rule is for deciding what each person owes in a month, it cannot give two members different answers about the same month. Two answers leave the pot unbalanced and somebody short. Fairness does not force one number. Arithmetic does.
Two position holders in the same contract are revalued at the end of the same day, one long and one short. Why does the arrangement insist that both use the same number?
Why is the method settled before the day starts rather than after it?
A method chosen after the close is a method somebody can argue with. The argument then arrives on the evening the money has to be called and found, and that evening has no time for one. An arrangement that has to work under pressure fixes its rules while nobody yet knows who they help. The rule carries more of how cleared markets are built than any list of steps would.
The order of the evening does something a reader usually misses, so look at it closely. The day closes. The settlement price is determined. Every open position is revalued against it. The call goes out. The call goes out while the position is still open, and that timing is the whole reason the arrangement works at all. Nothing has gone wrong at that moment. Nobody has failed. Collateral is being asked for while the money can still be found, rather than after a loss has already landed somewhere it cannot be recovered from.
The method behind step two is set by the exchange under the framework of SEBI at sebi.gov.in and is read there. The method exists and is fixed in advance, and fixing it in advance is the point rather than an administrative detail.
Why is the method behind the settlement price fixed before the day begins rather than chosen after the close?
How is the settlement price on the final day a different animal?
On every ordinary day the settlement price is an internal reference. An ordinary settlement price decides what moves between the two sides today, and tomorrow another one decides tomorrow. Get one slightly odd and the next one corrects the position. The marks accumulate against the same agreed price, so an error in one day's number washes through into the next day's mark.
The final settlement priceThe price that closes the obligation itself on the last day of a contract, rather than deciding what moves on one more day of its life. does a different job. The final settlement price closes the obligation itself. There is no tomorrow to correct it, and nothing follows it. The two carry almost the same words and do work of different kinds, and confusing them is how a reader ends up thinking that the last day is simply one more ordinary day with a bigger number on it.
How the final settlement price is arrived at, and from what, is set under the framework of SEBI at sebi.gov.in and differs by contract. The rules for that one price are written with more care than the rules for any of the others, for one reason: it is the only one never revisited.
A contract is on its final day. How is the settlement price used on that day different in kind from the one used on every day before it?
What is set by an authority rather than stated here?
Every row below is read at source rather than here. Each one is set by the authority printed inside the row, each differs by contract and by day, and each moves. A figure copied out of one of these rows would not be merely out of date on the day it changed; it would be wrong.
| What it is | Who sets it | Stated here |
|---|---|---|
| How the settlement price for a day is arrived at, and from what | SEBI, sebi.gov.in | nothing |
| How the settlement price on the final day is arrived at, and from what | SEBI, sebi.gov.in | nothing |
| How long money and the thing itself take to move once an obligation is fixed | SEBI, sebi.gov.in | nothing |
| The margin posted against a position, and the method by which it is worked out | SEBI, sebi.gov.in | nothing |
| When a position that has not been closed is closed out, and by whom | SEBI, sebi.gov.in | nothing |
Where an arrangement crosses a currency or a rate agreed between two parties rather than on an exchange, the Reserve Bank of India at rbi.org.in is the authority to confirm against instead. The International Organization of Securities Commissions (IOSCO) at iosco.org publishes cross-border principles on cleared markets, and SEBI sets the version of those principles that applies in India. The 8.0 per cent used in the arithmetic above is a teaching figure, while every row below is set by an authority and read there.
Is this figure a price, a payment or a net?
Every figure in a cleared position is one of three things, and saying which belongs inside the sentence rather than in a note under it. A PRICE is what is agreed, quoted or determined: Rs 2,000.00/- spot, Rs 2,130.00/- agreed, Rs 2,050.00/- determined for the day. A PAYMENT is what actually leaves or reaches an account: Rs 80.00/- called on the first day. A NET is what is left when obligations in both directions have been set against each other. Netting is a separate machine and is covered separately. A settlement price and a payment sit in one sentence and only one of them moves, so mixing the three is the commonest error in this arrangement.
Watch the labels hold across three days, each settlement price derived the same way and none of them transcribed. Day one is a 4.0 per cent move of the Rs 2,000.00/- exposure away from the agreed price, so Rs 2,130.00/- less Rs 80.00/- is Rs 2,050.00/-. Day two is a 2.0 per cent move back, so Rs 2,050.00/- plus Rs 40.00/- is Rs 2,090.00/-. Day three is a 1.0 per cent move away, so Rs 2,090.00/- less Rs 20.00/- is Rs 2,070.00/-.
| Day | Move on the Rs 2,000.00/- exposure | Settlement price, a PRICE | Mark, a PAYMENT |
|---|---|---|---|
| Agreed | none | Rs 2,130.00/- | nil |
| One | 4.0 per cent away | Rs 2,050.00/- | Rs 80.00/- out |
| Two | 2.0 per cent back | Rs 2,090.00/- | Rs 40.00/- in |
| Three | 1.0 per cent away | Rs 2,070.00/- | Rs 20.00/- out |
| Sum of the marks | the three payments added | Rs 2,070.00/- less Rs 2,130.00/- | Rs 60.00/- out |
The three marks are Rs 80.00/- out, Rs 40.00/- in and Rs 20.00/- out. Added together they are Rs 60.00/- out. And Rs 2,070.00/- less Rs 2,130.00/- is Rs 60.00/- exactly. The payments made along the path add to the distance between the agreed price and the last settlement price. Settling every day is for exactly that: the whole difference has already moved by the time the final day arrives. Notice also what did not move. The exposure was Rs 2,000.00/- on day one and it was Rs 2,000.00/- on day three. The collateral behind it changed.
A statement shows a settlement price of Rs 2,050.00/- for the day. Which of these does that number actually support?
What can be concluded from a settlement price, and what cannot?
Two things follow, and they are both narrow. The first is that positions in that contract were revalued at Rs 2,050.00/- for that day. The second is that a long position of one unit against an agreed price of Rs 2,130.00/- was called for a payment of Rs 80.00/-. The list ends there.
The settlement price does not say what the reference asset is worth. Because the price was determined rather than offered, nobody was necessarily able to deal at it. And nothing at all follows about where the price goes next. A settlement price carries no view: it is arithmetic performed on a stated method, and it is a cost measured rather than an opinion offered. A reader who treats it as a signal has taken a bookkeeping instrument and asked it a question it has no machinery for answering.
How does anybody actually use this number on the evening it arrives?
Three people look at the same figure for three different reasons, and none of them reads it as a valuation. The clearing memberThe party that faces the clearing corporation for a position holder. Collateral and calls travel through it rather than directly between the two sides of a position. reads it as an instruction: it applies the number to every position it carries, works out what each one owes or receives, and finds the money. The position holder reads it as a bill and then as a warning: what left tonight, and what is left of the balance if a similar evening arrives tomorrow. The useful question a position holder asks is never whether the price was right, it is what share of the collateral posted has now gone.
Somebody looking at the arrangement from outside reads it as neither. An outside reader takes the sequence of settlement prices as a record of how much money the arrangement moved and how often, a statement about the machinery rather than about the reference asset. On the three invented days above, gross movement of Rs 80.00/-, Rs 40.00/- and Rs 20.00/- delivered a total of Rs 60.00/- out. The arrangement moved Rs 140.00/- of gross payments to relocate Rs 60.00/-, and that ratio is the sort of thing an outside reader is actually looking for. The ratio says nothing about whether holding the position was a sensible thing to do.
A position holder watched a trade go through at Rs 2,070.00/- shortly before the close and then received a call struck on a settlement price of Rs 2,050.00/-. What happens next, and what is worth looking at instead?
The Rs 20.00/- that is not an error, and the Rs 80.00/- that is not being looked at
A position holder watches a trade go through at Rs 2,070.00/- shortly before the close. An hour later a call arrives struck on a settlement price of Rs 2,050.00/-. The conclusion is immediate and it feels obvious: the call is wrong by Rs 20.00/-, and somebody is going to hear about it.
Who makes it: everybody who watches a screen all day and meets the machinery for the first time in the evening. The gap is the commonest dispute a new position holder raises, and the instinct behind it is not stupid. On a screen the last number is the only live one, so the last number feels like the truth and everything else feels like a derived approximation of it.
The cost is not the Rs 20.00/-. The cost is the evening. The call is struck on the determined settlement price and not on the last trade anybody happened to see, so the evening goes on a number that was never in dispute. And while the evening goes there, the number actually worth attention goes unlooked at: Rs 80.00/- has just left against Rs 160.00/- put up, 50.0 per cent of it, on a position carrying 12.50 times its collateral. One of those two numbers is a misunderstanding. The other one is the position.
Kill it with the distinction rather than with a warning. A traded price is what two parties did. A settlement price is what everybody is revalued at. They are different objects made by different things for different purposes, and there is no arithmetic that turns one into the other.
What is left unanswered about holding a position that can be called?
The arithmetic raises a question that deserves a straight answer rather than a hedge. The question is whether anybody should be holding something that can take Rs 80.00/- out of Rs 160.00/- on an ordinary Tuesday when nothing dramatic happened.
No arithmetic answers that question. The answer turns on facts about the holder rather than facts about the contract. Anybody answering it would first have to know: what the position exists to do, and whether it is offsetting something already held or standing on its own; what is already held against it; what has been put up; what else could be put up at short notice and how quickly it could get there; and what reaches the account on the worst day rather than on the average one.
No track record and no measured probability stands behind the arithmetic above, and neither would settle the question if it did. Understanding exactly how a call works is not a reason to be on the receiving end of one.
References
| Source | What is set there | Where |
|---|---|---|
| Securities and Exchange Board of India | How the settlement price for a day and the final settlement price are arrived at and from what, the margin posted against a position and the method behind it, how long money and the thing itself take to move once an obligation is fixed, and when a position that has not been closed is closed out and by whom | sebi.gov.in |
| Reserve Bank of India | Arrangements on currencies and rates agreed between two parties rather than on an exchange, and what such an arrangement is reported as | rbi.org.in |
| International Organization of Securities Commissions | Cross-border principles on cleared markets, with the version that applies in India being the one SEBI has set | iosco.org |
| Research Papers in Economics | Academic work on cleared markets and collateral | ideas.repec.org |
| arXiv Quantitative Finance | Preprint repository for work on margining and cleared exposures | arxiv.org |
The reference asset, every price, every payment and every margin figure shown here are invented.
Educational material. Not advice on any investment, tax, budget or market position.
