Trading Calculator Suite
One unified, high-utility calculator for traders and households — position sizing, pip value, risk/reward, margin, and wealth growth, all synced to live rates.
All-in-One Trade Execution Suite
Full trade math from one entry: P/L, R:R, pip value, and margin impact.
Potential Profit
$1,800.00
1,000.0 pips
Potential Loss
$900.00
500.0 pips
Risk : Reward
1:2
Long position
Pip Value
$1.80
≈ 1.80 USD
Required Margin
$202.14
Free Margin After Entry
$9,797.86
Margin is an estimate (notional ÷ leverage) — your broker's actual rules may vary. For informational purposes only, not financial advice.
Calculator Guide & Knowledge Notes
A quick refresher on pip math, lot sizing, and account-risk rules for beginner traders.
A pip (or point/tick for indices and crypto) is the smallest standard price increment for an instrument — 0.0001 for most forex pairs, 0.01 for JPY/PKR pairs and metals/energy on some brokers. Pip value in your account currency = pip size × contract size (units per lot) × your lot size, converted from the quote currency to USD and then to your selected Account / Local Currency (defaults to the Base Currency set in the header) using the current exchange rate — exactly what Modes 1 and 3 compute live.
Position size is solved backward from how much you're willing to lose: Risk Amount = Account Balance × Risk %. Standard Lots = Risk Amount ÷ (Stop-Loss Pips × Pip Value per Standard Lot). Mini lots are 10× that figure, micro lots 100×, since a standard lot is 100,000 base-currency units (10,000 mini, 1,000 micro) — see Mode 2.
Most professional risk-management guidance caps the amount risked on any single trade at 1–2% of total account balance, so a string of losses doesn't cause lasting damage — e.g. on a $10,000 account, a 1% risk rule caps a single trade's potential loss at $100. Modes 1 and 2 both let you check your risk against this rule before you size a position.
Risk:Reward compares potential reward to potential risk in dollar terms (e.g. 1:2 means you stand to make twice what you're risking). Required Margin is simply the position's notional value divided by your leverage ratio; Free Margin is what's left of your balance after that margin is set aside — a negative free margin means the position is too large for your account at that leverage. See Modes 1 and 4.
Inflation math projects a nominal amount forward at a compounding annual rate to show what today's money will need to grow to just to keep its buying power. Compound growth does the reverse direction — projecting a starting balance plus regular monthly contributions forward at a compounding annual return. Both are long-horizon estimates, not guarantees.