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Risk Management7 min read

How Many Consecutive Losses Can Your Account Absorb?

Compare fixed-dollar and fixed-fractional risk across a chosen losing streak, with an equity worksheet and threshold check after each loss.

By TerraTrade Team

Two declining account equity paths compared against a horizontal drawdown threshold

What this worksheet answers#

A losing streak can be measured as an account-equity problem: after each loss, how much equity remains, and has the account crossed a limit you chose in advance? This guide builds a consecutive losses account drawdown calculator as a simple worksheet. It compares two assumptions—losing the same dollar amount each time, or losing the same fraction of current equity—and checks the balance after every loss.

This is a deterministic stress test of one specified sequence. It does not estimate the chance of a streak, predict future trading results, or determine whether a strategy has an edge. CME Group’s educational material illustrates how a fixed percentage of a changing account balance produces changing dollar risk across consecutive losses. Controlling Risk - CME Group

Use either a minimum-equity threshold or a maximum drawdown to set the crossing point. If your maximum drawdown is a decimal fraction of starting equity, convert it to a threshold with T = E₀ × (1 − D). For example, a 10% maximum drawdown means the worksheet checks whether equity is at or below 90% of E₀. Do not confuse this chosen planning boundary with a broker’s margin or liquidation threshold.

  • Starting equity, E₀: the balance at the beginning of the modeled sequence.
  • Threshold, T: the minimum equity you want to protect, or a maximum drawdown, D, measured from E₀.
  • Planned number of consecutive losses, N: the length of the scenario you want to inspect.
  • Risk assumption: a fixed dollar loss, L, per trade, or a fixed fraction, r, of the equity immediately before each loss.

The two loss models#

Let Eₖ mean equity after loss number k. At row zero, before any modeled losses, E₀ is the starting balance. Each later row applies one loss to the prior row. The arithmetic is intentionally simple; what matters is applying the chosen rule consistently.

The fixed-fractional recurrence also gives Eₖ = E₀ × (1 − r)ᵏ before display rounding. Since the fraction is applied to a smaller balance after each loss, the dollar amount of each subsequent modeled loss declines. The fixed-dollar assumption does not decline unless you change L. CME’s example similarly presents balances through a losing sequence using risk as a percentage of current balance. Controlling Risk - CME Group

ModelEquity after loss kWhat the assumption means
Fixed-dollarEₖ = Eₖ₋₁ − LEvery modeled loss removes the same dollar amount.
Fixed-fractionalEₖ = Eₖ₋₁ × (1 − r)Every modeled loss removes the same fraction of then-current equity.

A useful worksheet has one row for loss zero and one for each modeled loss. Include columns for loss number, remaining equity, drawdown dollars, drawdown percentage, and threshold status. Keep calculation precision internally and round currency for display only; otherwise, repeated rounding can slightly alter later rows.

  1. Calculate remaining equity, Eₖ, using the chosen recurrence.
  2. Calculate cumulative drawdown in dollars: E₀ − Eₖ.
  3. Calculate cumulative drawdown percentage: (E₀ − Eₖ) ÷ E₀ × 100.
  4. Compare Eₖ with T. Mark “threshold reached” on the first row where Eₖ ≤ T; otherwise mark “not reached.”
  5. Continue through N losses, even if no crossing occurs. Report “not reached within N losses” rather than implying the account can absorb an unlimited streak.

Example assumptions—not recommended settings: starting equity of $50,000; threshold of $45,000, equivalent to a 10% decline from the starting balance; and five consecutive full losses. The fixed-dollar case loses $1,000 per trade. The fixed-fractional case loses 2% of the equity before each trade. These inputs make the comparison concrete; they do not establish that either risk setting is suitable or that one method performs better.

Loss numberFixed-dollar: equityFixed-dollar: thresholdFixed-fractional: equityFixed-fractional: threshold
0$50,000.00No$50,000.00No
1$49,000.00No$49,000.00No
2$48,000.00No$48,020.00No
3$47,000.00No$47,059.60No
4$46,000.00No$46,118.41No
5$45,000.00Yes—reached$45,196.04No

Under these assumptions, the fixed-dollar path reaches the $45,000 threshold on loss five. The fixed-fractional path remains above it after five losses. That result follows from the selected inputs and arithmetic only. It is not a forecast, a probability estimate, or evidence that the fractional method is superior. Change the starting balance, risk amount, fraction, or threshold and the first crossing can change.

Write the assumptions beside the worksheet, not just in your head. A planned risk amount is not always the same as realized loss: execution, costs, gaps, or other circumstances can produce a different result. FINRA highlights trading costs and margin-related risks as factors active traders should understand. Frequent Intraday Trading: Understanding the Basics | Syndication

  • Each loss is exactly L dollars or exactly r of current equity; real trade losses can differ.
  • There are no winning trades, deposits, withdrawals, fees, commissions, slippage, financing charges, or other account activity in the sequence.
  • Risk settings remain unchanged, and the model does not resize positions based on changing market conditions.
  • The threshold is a worksheet boundary, not a guarantee of the price at which a position can be exited or an account can continue trading.

Use this checklist whenever you revise the inputs. It turns an abstract tolerance for losses into a transparent, auditable scenario that you can compare across different assumptions.

  1. Set a starting equity value and define whether your threshold is a minimum balance or a drawdown from that starting value.
  2. Choose a loss assumption that matches the question you want to test: fixed dollars or a fraction of current equity.
  3. Enter the number of consecutive losses to model. Label the sequence as a scenario, not an expected outcome.
  4. Calculate each row from the immediately preceding balance and mark the first threshold crossing.
  5. Run separate versions for other plausible loss sizes, fractions, thresholds, or streak lengths; keep each assumption set visible.
  6. Compare the modeled threshold with any separate account, broker, or product constraints, and account for costs and execution uncertainty outside this basic calculation.

The worksheet is most useful as a transparent what-if calculation. It can help make assumptions and stop conditions explicit, but it should not be called a “probability of ruin” calculator: no likelihood is being estimated here. A probability model would require a different question and inputs.

Strengths and limitations

Useful for

  • ✓Makes the effect of a chosen losing sequence visible one trade at a time.
  • ✓Shows exactly which modeled loss first reaches a selected equity threshold.

Limitations

  • —It cannot tell you how likely a given streak is or when it may occur.
  • —It simplifies realized trading losses and excludes many account-specific costs and constraints.

Frequently asked questions#

Does this calculate the probability of a losing streak?

Not with this worksheet. It applies a chosen series of losses and checks the resulting equity; it does not calculate how likely that sequence is.

How do I calculate equity after consecutive fixed-dollar losses?

Use the fixed-dollar recurrence Eₖ = Eₖ₋₁ − L. It assumes the same dollar loss on every modeled trade.

What does fixed-fractional risk mean in this calculation?

Use Eₖ = Eₖ₋₁ × (1 − r), where r is the fraction of current equity lost on each trade. This causes the modeled dollar loss to shrink as equity declines. Controlling Risk - CME Group

When should I mark the threshold as reached?

Mark the first row where remaining equity is less than or equal to your threshold. If no row crosses it, report that it was not reached within the number of losses modeled.

Does the threshold represent my broker’s liquidation point?

No. Actual costs, execution, account activity, margin rules, and broker controls may change what happens. Review applicable firm requirements separately. Frequent Intraday Trading: Understanding the Basics | Syndication

Use a worksheet to make the assumptions visible, then review the scenario against your written risk limits.

Define your equity threshold first#

Set the stop line before the math: decide the minimum equity you will not cross or the maximum drawdown from your starting balance. The worksheet only checks against that chosen boundary.

Build the worksheet procedure#

These steps create one deterministic scenario: apply the same loss rule N times, track equity after each step, and mark the first threshold crossing.

Worked example setup#

A concrete, fully specified set of inputs makes the threshold comparison easy to audit and reproduce. Change any input and the crossing point can change.

Limits of this worksheet#

This is a planning calculation that omits fees, slippage, and firm rules. Treat it as a transparent what‑if, not a forecast or a probability model.

Sources#

Your journal writes posts like this about you.

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