Break-Even Price & Trading Costs Calculator
Calculate the direction-aware exit price that would offset the costs you enter for one position. This browser-side scenario does not fetch broker charges, predict execution or guarantee a break-even result.
Describe the position and costs
Keep the price basis and every included charge explicit.
Supplies pip size, quote currency and stored standard contract size.
Currency used for every monetary cost and recovery amount.
The reference or executed open price selected in the price-basis control.
Quantity expressed in the selected lot unit.
Multiplier applied to the stored standard contract.
The required manual rate direction appears here.
Enter one account-currency total: positive for unrecovered charges, negative for a net credit. Do not include an amount already represented in the entered price.
Entered once for the modeled trade; forced to zero in executed-open mode.
Forced to zero when the entered price is an executed open.
A user-entered scenario, not a fill prediction.
Account-currency amount before lot and side scaling.
The tool does not infer whether a broker quote is one-way or round-turn.
Whole holding-period amount: positive charge or negative credit.
Non-negative account-currency charges you choose to include.
Cost-recovery price
Pip Pricing 1.0.0 plus Trade Cost Break-Even 1.0.0.
| Component | Derived or entered amount |
|---|---|
| Spread | — |
| Entry plus exit slippage | — |
| Commission | — |
| Financing charge or credit | — |
| Other entered costs | — |
| Total entered cost | — |
How the cost-adjusted price is solved
Pip Pricing first derives the position's account-currency value per pip. The selected cost input becomes one signed amount. Trade Cost Break-Even then solves the direction-aware price movement whose gross P&L equals that amount.
Buy break-even = Entered price + Cost-equivalent pips x Pip size
Sell break-even = Entered price - Cost-equivalent pips x Pip size
Modeled net at solved price = Gross price-movement P&L - Total entered cost = 0
How to interpret the audited EUR/USD example
At 1.10025, the 2.5-pip favorable move on one standard lot produces $25 of modeled gross price-movement P&L. Subtracting the entered $25 all-in cost leaves a modeled net of $0, which is why that price is the arithmetic cost-recovery threshold.
This does not mean an order can close exactly at 1.10025 or that every cost has been recovered in a broker statement. A different spread, slippage, financing charge, commission basis, conversion rate or fill changes the threshold. For a sell using the same entry and positive cost, the direction reverses and the solved price would be 1.09975.
Choose one consistent price and cost basis
| Basis | What the entered price represents | Cost rule |
|---|---|---|
| Planned reference | A planning price before separately entered cost assumptions | Spread and both slippage entries may be included in the breakdown |
| Executed open | The actual opening price used as the platform P&L basis | Separate spread and entry slippage are forced to zero; enter only unrecovered costs |
Do not enter a spread, slippage or fee amount again when it is already represented in the prices or broker P&L basis being modeled. A consistent basis is more important than adding every available field.
Assumptions and limits
- The output is a deterministic entered-cost scenario, not a live bid, ask, broker fee quote or executable order price.
- Spread, slippage, commission, financing and conversion can change before an exit. The detailed mode never predicts those values.
- Exact fills, partial fills, gaps, quote precision, tick size, broker volume rules, minimum stop distance, margin, liquidation and tax remain outside the result.
- A negative all-in amount or financing credit can move the arithmetic threshold to the adverse side of entry. That is not a profit forecast.
- The solved price is not guaranteed, risk-free, recommended or necessarily accepted by a broker.
Frequently asked questions
- It solves the entered price-basis exit where gross directional price-movement P&L equals the total cost amount you entered. It does not calculate a strategy win-rate threshold.
- For a positive cost, a buy requires an exit above the entered price and a sell requires an exit below it. A net entered credit reverses that arithmetic relationship.
- All-in mode accepts one signed account-currency amount. Breakdown mode derives the total from entered spread, adverse slippage, commission, financing and other costs. Hidden breakdown values are not added in all-in mode.
- When the opening price already represents an executed platform price, adding a separate spread or entry-slippage amount can count the same price effect twice. The mode forces both entries to zero as a containment rule.
- Yes. Detailed mode accepts a negative financing credit, and all-in mode accepts a negative net amount. A credit can offset entered charges but does not establish that a trade will be profitable.
- No. Changing spreads, slippage, gaps, commissions, financing, currency conversion and execution differences can make the realized result differ from the modeled zero.
- The monetary value per pip must be in the selected account currency. When the pair quote currency differs from the account currency, the calculator asks for a rate in the exact direction stated beside the field.
- No. Breakeven win rate solves a repeated-outcome frequency from average wins, losses and costs. This calculator solves one position's entered-cost exit price.
Sources and methodology
- OANDA: CFD ex-ante costs — net result as gross market result minus entered cost components.
- MetaTrader 5: Executing trades — platform price, profit and swap context.
- Investor.gov: Foreign currency exchange trading — spread, commission and transaction-cost context.
The route composes Pip Pricing 1.0.0, Total Trade Cost Scenario 1.0.0 in breakdown mode, and Trade Cost Break-Even 1.0.0.
Continue the price and cost workflow
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