Margin Call Math: The Exact Price Drop That Forces a Broker Sale
The screen says your account is on call for $500 and there’s a deadline on it. You bought 100 shares of one stock at $100 in March with $5,000 of your own money and $5,000 borrowed, and the stock is now at $64. Nothing about that price felt like a catastrophe when you watched it happen, one bad week at a time.
Here is the answer the title asks for. With 2:1 leverage — Reg T’s standard 50% initial requirement — the stock can fall 33.33% before a call at a 25% maintenance requirement, 28.57% at 30%, 23.08% at 35%, and 16.67% at 40%. On a $100 purchase, those are trigger prices of $66.67, $71.43, $76.92 and $83.33. One formula produces all of them, and you can run it on your own position in about fifteen seconds.
The one line that does all the work
Your broker isn’t watching your loss. It’s watching a ratio: your equity as a fraction of the current market value of the securities. Not what you paid. Not how much you’re down in dollars.

Equity is what’s yours once the loan is paid: market value minus the loan balance. And the loan balance doesn’t move when the stock does. You borrowed $5,000 in March; you owe $5,000 at $64 a share, at $40 a share, at zero. That fixed number sitting under a falling market value is the entire engine of a margin call.
So take one share bought at price P₀ with initial equity fraction i. The loan per share is L = P₀ × (1 − i) — for the position above, $50. At any later price P, equity per share is P − L, and the equity ratio is (P − L) ÷ P. A call fires when that ratio drops below the maintenance rate m. Set the two equal and solve:
P − L = mP → P(1 − m) = L → P_call = L ÷ (1 − m)
At $50 borrowed and a 30% requirement: $50 ÷ 0.70 = $71.43. Down 28.57% from $100. If you’d rather skip dollars entirely, the same thing in percentage form is drop to call = 1 − [(1 − i) ÷ (1 − m)], which gives 1 − (0.50 ÷ 0.70) = 28.57%. Same number, less typing.
The SEC’s investor bulletin Margin: Borrowing Money to Pay for Stocks sets out the mechanics and one sentence worth reading twice: the firm can sell your securities without contacting you first. The “call” in margin call is a courtesy in most margin agreements, not an obligation.
How much room does your leverage actually buy
This is the one place a table earns its space, because the answer depends on two numbers at once — how much you put in, and what your broker demands you keep. Purchase price $100, one long equity position, no dividends, no accrued interest, no options. Arithmetic straight from the formula above, rounded to two decimals.

| Initial equity (leverage) | m = 25% | m = 30% | m = 35% | m = 40% | m = 50% |
|---|---|---|---|---|---|
| 100% (1.0x, no loan) | no call | no call | no call | no call | no call |
| 75% (1.33x) | 66.67% | 64.29% | 61.54% | 58.33% | 50.00% |
| 70% (1.43x) | 60.00% | 57.14% | 53.85% | 50.00% | 40.00% |
| 60% (1.67x) | 46.67% | 42.86% | 38.46% | 33.33% | 20.00% |
| 50% (2.0x, Reg T max) | 33.33% | 28.57% | 23.08% | 16.67% | 0.00% |
| 45% (2.22x) | 26.67% | 21.43% | 15.38% | 8.33% | already |
| 40% (2.5x) | 20.00% | 14.29% | 7.69% | 0.00% | already |
| 35% (2.86x) | 13.33% | 7.14% | 0.00% | already | already |
| 33.3% (3.0x) | 11.11% | 4.76% | already | already | already |
| 30% (3.33x) | 6.67% | 0.00% | already | already | already |
| 25% (4.0x) | 0.00% | already | already | already | already |
“Already” means the position opens below the maintenance line — either not permitted at that size, or you’re in a call the moment it settles.
Two cells matter more than the rest. The 50%/25% cell, 33.33%, is the textbook number everyone quotes. The 33.3%/30% cell, 4.76%, is the one that empties accounts, because 3:1 intraday with a 30% house rule is an ordinary day trading setup and 4.76% on a single name is an ordinary Tuesday.
And notice what 2:1 does not survive. People assume half their money means they can lose half. At 2:1 a 50% price drop takes 100% of your equity, not 50% of it: $100 of stock, $50 yours, $50 the bank’s, and at $50 your stake is zero. The maintenance requirement fires well before that, which is the entire reason it exists. The bank’s half is senior to yours in every price path.
Why the shortfall grows faster than the price falls
Back to the $64 stock. The trigger was $71.43, and the price kept going — 10% below the trigger, to $64.29. Now the position is worth $6,429. Equity is $6,429 − $5,000 = $1,429. The requirement is 0.30 × $6,429 = $1,929. Shortfall: $500.

There’s a clean rule hiding in that. Below the trigger, every dollar of market value you lose costs you a full dollar of equity, while reducing the broker’s requirement by only m dollars. The gap between them widens at (1 − m) per dollar:
Shortfall = (1 − m) × (market value lost below the trigger)
Check it. Value fell from $7,143 to $6,429, a loss of $714. Times 0.70: $500. At a 30% requirement, every $1,000 of value you shed past the trigger costs $700 in fresh cash. At 25%, $750. The lower the maintenance rate, the faster the hole deepens once you’re in it.
Cash or shares: the same call, two very different bills
You have two ways to cure a $500 shortfall, and the difference between them is not small.
Deposit cash and you deposit exactly the shortfall. Market value doesn’t change; equity rises dollar for dollar. Five hundred dollars, done.
Sell shares and something else happens. The sale pays down the loan and reduces the market value by the same amount, so your equity doesn’t move at all — you’ve converted stock into debt repayment. What moves is the requirement, which falls by m for every dollar sold. After selling S dollars: market value V − S, loan L − S, equity still V − L, requirement m(V − S). Set them equal and S = (mV − (V − L)) ÷ m, which is shortfall ÷ m.
| Maintenance rate | Cash to deposit | Stock to sell | Ratio |
|---|---|---|---|
| 25% | $500 | $2,000 | 4.00x |
| 30% | $500 | $1,667 | 3.33x |
| 35% | $500 | $1,429 | 2.86x |
| 40% | $500 | $1,250 | 2.50x |
| 50% | $500 | $1,000 | 2.00x |
The 25% column is the cruel one. The requirement that gives you the most rope on the way down forces the largest liquidation on the way out. A $2,500 shortfall at 25% means $10,000 of stock sold — and if the whole position was $12,000, that’s nearly all of it, gone at the worst price of the cycle.
Sell $1,667 to cure the $500 and look at what’s left: $4,762 of stock against a $3,333 loan, equity $1,429. That’s an equity ratio of exactly 30% — precisely the maintenance line, not one cent above it. Forced selling doesn’t deleverage you to safety. It parks you on the edge with a realised loss booked at the low.
What the shortfall is not
The $500 is what you wire. It is nowhere near what the episode cost.
Original equity at $100 was $5,000. At $64.29 it’s $1,429. That’s $3,571 of equity gone on a 35.71% price move, because 2:1 leverage doubles the percentage move in your stake — 35.71% down in price, 71.4% down in equity. Deposit the $500 and equity is $1,929, or 38.6% of what you started with. The $500 is the price of not being sold out. Treating it as the cost of the call is how people size positions they can’t hold.
When this number is wrong
Treat the trigger price as a floor on your safety, not a promise. It moves, and usually not in your favour.
The house requirement changes underneath you. This is the most common way. A single name can go from 30% to 50% to 100% — no margin at all — with little notice, typically ahead of earnings, after a volatility spike, or when the position is a large slice of the account. Move that $10,000 position with its $5,000 loan from 30% to 50% and the requirement goes from $3,000 to $5,000. Equity is $5,000. You’re sitting exactly on the line with zero cushion, and the stock never moved.
Concentration adds a surcharge. Many firms apply a higher rate when one holding exceeds some share of account value. The same ticker can carry 30% in a diversified account and 50% when it’s 60% of your equity.
The loan grows while you sleep. Margin interest accrues daily and posts monthly. On a $50,000 loan at 9%, that’s roughly $375 a month added to the balance. After a year the loan is about $54,500, so loan per share on the original $100 purchase is $54.50 and the trigger at m = 0.30 has climbed from $71.43 to $77.86. Nothing happened to the stock. Your cushion shrank anyway.
Multiple positions net. The single-position math is exact for a one-holding account. With five holdings the call is computed on total equity against total requirements, so a gain in one offsets a loss in another. That helps right up until correlations go to one, which tends to be the same day everything else goes wrong.
Some securities carry 100% requirements. Certain sub-$5 stocks, recent IPOs, and some leveraged products contribute no buying power, and depending on the house rule, nothing to your maintenance equity either.
Futures are a different system. Futures use performance bond amounts set per contract by the exchange, not a percentage of a purchase price, and they settle in cash daily against the mark. None of the equity formulas here apply.
Settlement timing bites. Under the T+1 standard settlement cycle, proceeds from a liquidating sale land one business day after the trade, and your broker’s internal deadline can be shorter than settlement. Selling to raise cash is not the same as having cash.
The 50/50 trap
One confusion is worth isolating, because the numbers look identical and mean opposite things. A 50% initial requirement and a 50% maintenance requirement produce a cushion of exactly zero. Check the table: row 50%, column m = 50%. You buy $100 with $50 borrowed, equity is 50% of value on day one, and the first tick down puts you under.
Initial requirement is measured once, at purchase, against a fixed price. Maintenance is measured continuously afterward, against a denominator that shrinks as you lose. Same percentage, different animal.
What this doesn’t tell you
It computes a mechanical trigger under stated assumptions. It says nothing about whether any amount of margin suits you, and it leaves out real features of real accounts.
Corporate actions change the per-share math. A 2-for-1 split halves the price and doubles the shares, so ratios survive intact — but a special dividend paid out cuts market value while the loan sits unchanged, tightening your ratio for free.
Short positions run on different rules. Losses are unbounded and the maintenance calculation works off the mark-to-market credit balance, so nothing above transfers.
Options, spreads, and portfolio margin accounts use risk-based models instead of flat percentages. A portfolio margin account can demand far less on a hedged position and far more on a naked one.
Broker discretion is real and unmodelled here. Some firms give three to five business days. Some liquidate the same session in fast markets. Some choose which position to sell by their criteria, not yours. Your margin agreement governs, and it is almost always more permissive to the broker than people assume.
And nothing here predicts prices. The trigger is a fact about your account. Whether the stock reaches it is a separate question this page has no view on.
FAQ
How much can a stock drop before a margin call at 2:1 leverage?
33.33% at a 25% maintenance requirement, 28.57% at 30%, 23.08% at 35%, and 16.67% at 40%. Starting from a $100 purchase with $50 borrowed per share, those trigger prices are $66.67, $71.43, $76.92 and $83.33. Your broker’s house rate, not the regulatory floor, is the one that applies to you.
What is the formula for the margin call price?
Trigger price = loan per share ÷ (1 − maintenance rate). With $50 borrowed per share and a 30% requirement, $50 ÷ 0.70 = $71.43. In percentage terms, the drop you can absorb is 1 − [(1 − initial equity) ÷ (1 − maintenance rate)].
How much stock do I have to sell to meet a margin call?
Shortfall divided by the maintenance rate. A $1,000 shortfall means selling $4,000 of stock at a 25% requirement, $3,333 at 30%, $2,857 at 35%, and $2,500 at 40%. Depositing cash costs only the $1,000, which is why the two routes differ by 2.5x to 4x in gross terms.
Does the maintenance requirement apply to my purchase price or the current price?
Current market value, always, which is why the cushion is thinner than intuition suggests. As the price falls, the dollar requirement falls too — but your equity falls faster, at (1 − m) per dollar of value lost. Your cost basis never enters the calculation.
What happens if I do nothing when I get a margin call?
The broker can sell securities in your account to bring it back into compliance. Under most margin agreements it can do that without contacting you and without letting you pick which positions go, and the SEC states this plainly in its margin publication. You also have no right to an extension of time.
Can my broker raise the maintenance requirement on a position I already hold?
Yes, and it applies immediately to what you already own. Going from 30% to 50% on a $10,000 position with a $5,000 loan lifts the requirement from $3,000 to $5,000, putting you exactly at the line from a rule change alone. Volatility spikes, upcoming earnings, and concentration are the usual triggers.
Is 25% a legal minimum or just typical?
25% of current market value for long equity positions is the FINRA-level floor for a standard margin account. Individual firms set house requirements at or above that number, and 30% to 40% is common for ordinary listed stocks, with 50% to 100% on volatile or thinly traded names.
Where to look in your own account
Open your margin agreement and find three numbers: the house maintenance rate for what you actually hold, the concentration threshold that bumps it, and the stated notice period before liquidation. Those drop straight into the formula and give you a trigger price for your account rather than for a $100 illustration.
Then compare your current loan balance to last month’s. The difference is interest, and it has already moved your trigger price up.
This article is general information, not financial advice. See our disclaimer.
Sources
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