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How to size a crypto trade in INR using 1 percent risk, stop distance, and leverage (with a simple calculator table)
If you’ve ever felt like your crypto trades are sized by mood (small when you feel brave, big when you feel “sure”), you’re not alone. Most losses don’t come from one bad entry, they come from a trade size that was never planned in rupees.
This guide keeps it simple: crypto position sizing using a fixed 1% risk in INR, your stop-loss distance, and the honest truth about leverage (it doesn’t reduce risk, it only reduces margin blocked). You can do this for INR pairs and for USDT pairs, both work with the same thinking.
Step 1: Fix your 1% risk in INR (this is your real control)
Before charts, before indicators, decide what you can lose on one trade and still sleep. With the 1% method, you’re saying: “If this trade hits stop-loss, I lose only 1% of my account.” Not more, not secretly more.
Formula (risk amount in ₹):Risk amount (₹) = Account size (₹) × 1%So, if your account is ₹50,000, then risk per trade is ₹500.
Now the important part that many people twist: risk is determined by (entry − stop) × quantity (use absolute value, because direction doesn’t matter for math). This is why two traders can use the same stop-loss level, but one blows up, one survives, because quantity was different.
Where leverage fits (and where it doesn’t)
Leverage is like renting a bigger truck to carry the same load. The load is your position value, but your stop-loss decides how much money you drop if things go wrong.
Your risk comes from stop distance and quantity.
Your margin used comes from leverage.
If you take ₹50,000 position with 5x leverage, you don’t “risk less”. You only keep around ₹10,000 margin blocked (roughly), and the rest is borrowed exposure. If your stop is hit, the loss is still based on the full position size.
An infographic showing the 1% risk flow, stop distance conversion, and why leverage changes margin, not risk, created with AI.
Step 2: Stop distance in % and stop distance in ₹ (both matter)
You can measure stop distance in percent (easy for sizing) and also in rupees (easy for “will this sting?”). Use whichever is convenient, but keep the calculation consistent.
Stop distance in %
For a long trade:Stop distance (%) = (Entry price − Stop price) ÷ Entry price × 100
For a short trade, the stop is above entry, so use absolute value:Stop distance (%) = ABS(Entry − Stop) ÷ Entry × 100
This percent number is the heart of sizing. Smaller stop percent means larger position, bigger stop percent means smaller position.
Stop distance in ₹
There are two “₹” versions depending on what market you trade:
1) INR pair (spot like XYZ/INR):Per-coin stop distance (₹) = ABS(Entry − Stop)Total risk (₹) = Per-coin stop distance (₹) × Quantity (coins)
2) USDT pair (spot or futures like XYZ/USDT):Per-coin stop distance (USDT) = ABS(Entry − Stop)Total risk (₹) = Per-coin stop distance (USDT) × Quantity (coins) × (₹ per USDT)
Yes, it adds one conversion step, but it keeps your money management in INR, which is what you actually feel and pay taxes in.
Add a small buffer for fees and slippage
Stops don’t fill like classroom examples. A common practical tweak is adding 0.05% to 0.2% extra to your stop distance for sizing. Not changing your stop on chart always, just adjusting the math so your real loss stays close to 1%.
Example: if stop distance is 2.00%, size using 2.10% (or 2.20% if the coin is jumpy).
Step 3: The position size formula (spot and futures examples)
Once you have risk amount (₹) and stop distance (%), the position value becomes almost boring.
Core formula (position value in ₹):Position value (₹) = Risk amount (₹) ÷ Stop distance (as a decimal)
If stop distance is 2%, use 0.02. If stop distance is 4%, use 0.04.
Then, for USDT pairs:Position value (USDT) = Position value (₹) ÷ (₹ per USDT)Quantity (coins) = Position value (USDT) ÷ Entry (USDT)
Worked example 1 (spot, USDT pair, sizing in INR)
Account size: ₹50,000
Risk: 1% = ₹500
Pair: SOL/USDT (example numbers)
Entry: 100 USDT
Stop: 96 USDT
Stop distance: (100 − 96) ÷ 100 = 0.04 = 4%
Assume conversion: 1 USDT = ₹83 (replace with live rate)
Position value (₹) = 500 ÷ 0.04 = ₹12,500Position value (USDT) = 12,500 ÷ 83 ≈ 150.60 USDTQuantity (SOL) = 150.60 ÷ 100 ≈ 1.506 SOL
If stop hits, loss is about: (100 − 96) × 1.506 × 83 ≈ ₹500 (plus fees, that’s why buffer helps).
Worked example 2 (futures, leverage changes margin only)
Account size: ₹1,00,000
Risk: 1% = ₹1,000
Pair: ETH/USDT perpetual (example numbers)
Entry: 3000 USDT
Stop: 2940 USDT
Stop distance: (3000 − 2940) ÷ 3000 = 0.02 = 2%
Assume conversion: 1 USDT = ₹83
Leverage: 5x
Position value (₹) = 1,000 ÷ 0.02 = ₹50,000Position value (USDT) = 50,000 ÷ 83 ≈ 602.41 USDTQuantity (ETH) = 602.41 ÷ 3000 ≈ 0.2008 ETH
Now leverage effect (margin estimate):Margin used (₹) ≈ Position value (₹) ÷ 5 = ₹10,000
Your risk is still around ₹1,000 if stop is respected. Leverage just changes how much balance gets blocked, and also how fast liquidation can appear if you don’t use a stop (that’s the dangerous part people ignore).
A visual example of futures sizing, showing the same risk logic with different margin due to leverage, created with AI.
A simple calculator table (copy the logic, not the exact numbers)
This table assumes 1% risk, and shows how stop distance and leverage change position value and margin. (For USDT pairs, convert position value ₹ into USDT using your current rate.)
Account (₹)
Risk%
Risk amount (₹)
Stop distance (%)
Leverage (x)
Position value (₹)
Margin used (₹)
25,000
1%
250
1.5%
1
16,667
16,667
25,000
1%
250
3.0%
5
8,333
1,667
50,000
1%
500
2.0%
1
25,000
25,000
50,000
1%
500
4.0%
10
12,500
1,250
1,00,000
1%
1,000
1.0%
5
1,00,000
20,000
1,00,000
1%
1,000
2.5%
20
40,000
2,000
If your stop is very tight (like 0.5% on a volatile coin), position size becomes huge. That’s not “smart”, that’s just math pushing you into trouble.
How to implement in Google Sheets (quick setup)
Set these columns in row 2:
B2 (Account ₹): your balance
C2 (Risk%): 0.01
D2 (Entry, USDT) and E2 (Stop, USDT)
F2 (Leverage): like 5
G2 (USDTINR): your live conversion like 83 (example)
Now formulas:
H2 (Risk ₹): =B2*C2
I2 (Stop% as decimal): =ABS(D2-E2)/D2
J2 (Position value ₹): =H2/I2
K2 (Position value USDT): =J2/G2
L2 (Quantity coins): =K2/D2
M2 (Margin ₹): =J2/F2
To include a 0.1% buffer, change stop% formula to: =(ABS(D2-E2)/D2)+0.001
Conclusion (keep risk fixed, let the trade breathe)
Sizing is boring, and that’s the point. When each trade risks 1% in rupees, you stop doing emotional all-in moves, and your account gets time to learn. Keep repeating the core line: (entry − stop) × quantity = risk, and treat leverage as only a margin tool, not a safety tool.
This is education, not financial advice. Crypto is volatile, and futures can liquidate fast, so use regulated platforms where possible, follow KYC rules, and never risk money you can’t afford to lose.
Jan 19, 2026
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Table of Contents
If you’ve ever felt like your crypto trades are sized by mood (small when you feel brave, big when you feel “sure”), you’re not alone. Most losses don’t come from one bad entry, they come from a trade size that was never planned in rupees.
This guide keeps it simple: crypto position sizing using a fixed 1% risk in INR, your stop-loss distance, and the honest truth about leverage (it doesn’t reduce risk, it only reduces margin blocked). You can do this for INR pairs and for USDT pairs, both work with the same thinking.

Step 1: Fix your 1% risk in INR (this is your real control)
Before charts, before indicators, decide what you can lose on one trade and still sleep. With the 1% method, you’re saying: “If this trade hits stop-loss, I lose only 1% of my account.” Not more, not secretly more.
Formula (risk amount in ₹):Risk amount (₹) = Account size (₹) × 1%So, if your account is ₹50,000, then risk per trade is ₹500.
Now the important part that many people twist: risk is determined by (entry − stop) × quantity (use absolute value, because direction doesn’t matter for math). This is why two traders can use the same stop-loss level, but one blows up, one survives, because quantity was different.
Where leverage fits (and where it doesn’t)
Leverage is like renting a bigger truck to carry the same load. The load is your position value, but your stop-loss decides how much money you drop if things go wrong.
- Your risk comes from stop distance and quantity.
- Your margin used comes from leverage.
If you take ₹50,000 position with 5x leverage, you don’t “risk less”. You only keep around ₹10,000 margin blocked (roughly), and the rest is borrowed exposure. If your stop is hit, the loss is still based on the full position size.

An infographic showing the 1% risk flow, stop distance conversion, and why leverage changes margin, not risk, created with AI.
Step 2: Stop distance in % and stop distance in ₹ (both matter)
You can measure stop distance in percent (easy for sizing) and also in rupees (easy for “will this sting?”). Use whichever is convenient, but keep the calculation consistent.
Stop distance in %
For a long trade:Stop distance (%) = (Entry price − Stop price) ÷ Entry price × 100
For a short trade, the stop is above entry, so use absolute value:Stop distance (%) = ABS(Entry − Stop) ÷ Entry × 100
This percent number is the heart of sizing. Smaller stop percent means larger position, bigger stop percent means smaller position.
Stop distance in ₹
There are two “₹” versions depending on what market you trade:
1) INR pair (spot like XYZ/INR):Per-coin stop distance (₹) = ABS(Entry − Stop)Total risk (₹) = Per-coin stop distance (₹) × Quantity (coins)
2) USDT pair (spot or futures like XYZ/USDT):Per-coin stop distance (USDT) = ABS(Entry − Stop)Total risk (₹) = Per-coin stop distance (USDT) × Quantity (coins) × (₹ per USDT)
Yes, it adds one conversion step, but it keeps your money management in INR, which is what you actually feel and pay taxes in.
Add a small buffer for fees and slippage
Stops don’t fill like classroom examples. A common practical tweak is adding 0.05% to 0.2% extra to your stop distance for sizing. Not changing your stop on chart always, just adjusting the math so your real loss stays close to 1%.
Example: if stop distance is 2.00%, size using 2.10% (or 2.20% if the coin is jumpy).
Step 3: The position size formula (spot and futures examples)
Once you have risk amount (₹) and stop distance (%), the position value becomes almost boring.
Core formula (position value in ₹):Position value (₹) = Risk amount (₹) ÷ Stop distance (as a decimal)
If stop distance is 2%, use 0.02. If stop distance is 4%, use 0.04.
Then, for USDT pairs:Position value (USDT) = Position value (₹) ÷ (₹ per USDT)Quantity (coins) = Position value (USDT) ÷ Entry (USDT)
Worked example 1 (spot, USDT pair, sizing in INR)
- Account size: ₹50,000
- Risk: 1% = ₹500
- Pair: SOL/USDT (example numbers)
- Entry: 100 USDT
- Stop: 96 USDT
- Stop distance: (100 − 96) ÷ 100 = 0.04 = 4%
- Assume conversion: 1 USDT = ₹83 (replace with live rate)
Position value (₹) = 500 ÷ 0.04 = ₹12,500Position value (USDT) = 12,500 ÷ 83 ≈ 150.60 USDTQuantity (SOL) = 150.60 ÷ 100 ≈ 1.506 SOL
If stop hits, loss is about: (100 − 96) × 1.506 × 83 ≈ ₹500 (plus fees, that’s why buffer helps).
Worked example 2 (futures, leverage changes margin only)
- Account size: ₹1,00,000
- Risk: 1% = ₹1,000
- Pair: ETH/USDT perpetual (example numbers)
- Entry: 3000 USDT
- Stop: 2940 USDT
- Stop distance: (3000 − 2940) ÷ 3000 = 0.02 = 2%
- Assume conversion: 1 USDT = ₹83
- Leverage: 5x
Position value (₹) = 1,000 ÷ 0.02 = ₹50,000Position value (USDT) = 50,000 ÷ 83 ≈ 602.41 USDTQuantity (ETH) = 602.41 ÷ 3000 ≈ 0.2008 ETH
Now leverage effect (margin estimate):Margin used (₹) ≈ Position value (₹) ÷ 5 = ₹10,000
Your risk is still around ₹1,000 if stop is respected. Leverage just changes how much balance gets blocked, and also how fast liquidation can appear if you don’t use a stop (that’s the dangerous part people ignore).

A visual example of futures sizing, showing the same risk logic with different margin due to leverage, created with AI.
A simple calculator table (copy the logic, not the exact numbers)
This table assumes 1% risk, and shows how stop distance and leverage change position value and margin. (For USDT pairs, convert position value ₹ into USDT using your current rate.)
| Account (₹) | Risk% | Risk amount (₹) | Stop distance (%) | Leverage (x) | Position value (₹) | Margin used (₹) |
|---|---|---|---|---|---|---|
| 25,000 | 1% | 250 | 1.5% | 1 | 16,667 | 16,667 |
| 25,000 | 1% | 250 | 3.0% | 5 | 8,333 | 1,667 |
| 50,000 | 1% | 500 | 2.0% | 1 | 25,000 | 25,000 |
| 50,000 | 1% | 500 | 4.0% | 10 | 12,500 | 1,250 |
| 1,00,000 | 1% | 1,000 | 1.0% | 5 | 1,00,000 | 20,000 |
| 1,00,000 | 1% | 1,000 | 2.5% | 20 | 40,000 | 2,000 |
If your stop is very tight (like 0.5% on a volatile coin), position size becomes huge. That’s not “smart”, that’s just math pushing you into trouble.
How to implement in Google Sheets (quick setup)
Set these columns in row 2:
- B2 (Account ₹): your balance
-
C2 (Risk%):
0.01 - D2 (Entry, USDT) and E2 (Stop, USDT)
-
F2 (Leverage): like
5 -
G2 (USDTINR): your live conversion like
83(example)
Now formulas:
-
H2 (Risk ₹):
=B2*C2 -
I2 (Stop% as decimal):
=ABS(D2-E2)/D2 -
J2 (Position value ₹):
=H2/I2 -
K2 (Position value USDT):
=J2/G2 -
L2 (Quantity coins):
=K2/D2 -
M2 (Margin ₹):
=J2/F2
To include a 0.1% buffer, change stop% formula to: =(ABS(D2-E2)/D2)+0.001
Conclusion (keep risk fixed, let the trade breathe)
Sizing is boring, and that’s the point. When each trade risks 1% in rupees, you stop doing emotional all-in moves, and your account gets time to learn. Keep repeating the core line: (entry − stop) × quantity = risk, and treat leverage as only a margin tool, not a safety tool.
This is education, not financial advice. Crypto is volatile, and futures can liquidate fast, so use regulated platforms where possible, follow KYC rules, and never risk money you can’t afford to lose.
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