SmartifyTrade — Free Tools

Trading Calculators

Free tools for structured risk management. Calculate position size, risk:reward, drawdown recovery, prop firm targets, and options lot sizing — all in one place.

📐 Position Size⚖️ Risk : Reward📉 Drawdown Recovery🏢 Prop Firm Target🎯 Options Lot Size📈 Options Payoff & Greeks

⚠️ Educational tools only — not financial advice. Always apply your own judgment.

Risk Management

📐

Position Size Calculator

Calculate the maximum number of lots or contracts to trade, based on your capital and the maximum % you're willing to risk on one trade.

%
pts
/pt
Max Risk Amount1,000.00
Max Lots / Contracts2.00

Trade Planning

⚖️

Risk : Reward Calculator

Enter your entry, stop loss, and take profit prices to instantly calculate your Risk:Reward ratio. Aim for 1:2 or better.

Risk (points)100
Reward (points)250
Risk : Reward Ratio1 : 2.50

✅ Good RR — reward outweighs risk

Account Health

📉

Drawdown Recovery Calculator

See how much gain you need just to break even after a drawdown. A 50% loss requires 100% gain to recover — this is why capital protection is everything.

%

If your account drops by 20%, how much gain do you need just to break even?

Recovery Needed25.00%
Account Multiplier Needed1.25×

🟡 Moderate drawdown — protect your capital now

Prop Trading

🏢

Prop Firm Target Tracker

Track your daily required profit to hit the prop firm challenge target before the deadline. Enter your account details and current P&L.

$
%
d
%
days
$
Profit Target (amount)$ 10,000.00
Daily Loss Limit$ 5,000.00
Remaining to Target$ 10,000.00
Required Daily Profit$ 333.33 (0.33%/day)

Options Buying

🎯

Options Lot Size Calculator

Delta-adjusted lot sizing for options buyers. Uses capital, risk %, delta, and SL to calculate the maximum contracts you should buy.

%
Δ
units
pts
Max Risk Amount2,000.00
Max Lots to Buy2 lots
Actual Risk (at SL)1,950.00

Nifty: 65 · BankNifty: 30 · FinNifty: 60 · MidcpNifty: 120 units per lot (NSE, from the January 2026 series)

Do not know your delta? Compute it below from the strike, days to expiry and volatility.

Options Analysis

📈

Options Payoff & Greeks

Price an option, read its greeks, and see the payoff at expiry with exact breakevens. Nothing here reads a market feed - every number comes from what you type, so you can check each one by hand.

days
%
%
units

Model price and greeks

Theoretical price (per unit)209.21
Delta0.5295
Gamma0.000821
Vega (per 1.00 vol)1,377.41
Theta per day (365-day)-16.09
Rho (per 1.00 rate)249.85

Implied volatility from your premium

Implied volatility7.51%

Put that number in the volatility field above and the model price becomes your premium. That is what “implied” means — it is the volatility the price is assuming, not a forecast.

Payoff at expiry — 1 lot x 65 units

25,12020,00030,000317,2000-7,800
Net debit paid7,800.00
Max profitUnlimited
Max loss-7,800.00
Breakeven25,120.00

What this is, and what it is not. Every number above is computed from what you typed — this page reads no market data at all, which is also why nothing here is delayed or licensed. The price and greeks come from Black-Scholes (or Black-76 on a futures quote), which assumes one flat volatility for every strike. Real option chains have a smile, so a live premium will differ from the model — that gap is information, not an error. Margin for a short option is not shown anywhere on this page: it needs the exchange's daily SPAN file, and a rule-of-thumb multiplier would be the most dangerous number here. Use your broker's margin calculator.

Index options on NIFTY, BANKNIFTY and FINNIFTY are European and cash-settled, which is exactly what this model prices. Single-stock options on NSE are European too, but they are PHYSICALLY settled — an in-the-money position is delivered as shares, not as cash, so the real outcome carries delivery margins and settlement obligations this cash-settled payoff does not show.

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These calculators are for educational purposes only. All values are estimates. Real trading involves additional factors including slippage, brokerage charges, and market conditions.

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