Importance of stop loss and calculated risk reward in portfolio management
How to decide the Stop Loss price?
There is no set rule on the price at which one should set a Stop Loss. Short-term traders tend to use Stop Losses of 2-5% whereas Long-term investors may set Stop Losses of 10-20%. It all depends on your risk tolerance.
ref https://www.fisdom.com/stop-loss/
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Scenarios comparing effects of a difference of 3% in stop loss levels on the net profit :
A. Scenario with 50 trades, position size of Rs 10000 each . loss making trades are 40% while profit making trades are 60%.
loss incurred is 5% in 20% trades,
loss incurred is 10% in 20% trades.
while profits are as follows.
profit made is 15% in 30% trades.
profit made is 20% in 30 % trades.
The net profit/loss is calculated.
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To calculate the net profit or loss in this scenario, we first need to calculate the total loss and total profit made in each category of trades.
Loss incurred in 40% trades (20 out of 50 trades) at different percentages:
Loss at 5%: 20 trades * Rs 10,000 * 5% = Rs 10,000
Loss at 10%: 20 trades * Rs 10,000 * 10% = Rs 20,000
Total loss = Rs 10,000 + Rs 20,000 = Rs 30,000
Profit made in 60% trades (30 out of 50 trades) at different percentages:
Profit at 15%: 30 trades * Rs 10,000 * 15% = Rs 45,000
Profit at 20%: 30 trades * Rs 10,000 * 20% = Rs 60,000
Total profit = Rs 45,000 + Rs 60,000 = Rs 105,000
Net profit/loss = Total profit - Total loss = Rs 105,000 - Rs 30,000 = Rs 75,000
Therefore, the net profit in this scenario is Rs 75,000.
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B. Now, in the above trade set, if we change the stop loss by just 3% in loss making trades, without changing the profit percent in profitable trades. see what is the effect on profits:
Scenario with 50 trades, position size of Rs 10000 each . loss making trades are 40% while profit making trades are 60%.
loss incurred is 8% in 20% trades,
loss incurred is 13% in 20% trades.
while profits are as follows.
profit made is 15% in 30% trades.
profit made is 20% in 30 % trades.
The net profit/loss is calculated.
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To calculate the net profit or loss in this scenario, we first need to calculate the total loss and total profit made in each category of trades.
Loss incurred in 40% trades (20 out of 50 trades) at different percentages:
Loss at 8%: 20 trades * Rs 10,000 * 8% = Rs 16,000
Loss at 13%: 20 trades * Rs 10,000 * 13% = Rs 26,000
Total loss = Rs 16,000 + Rs 26,000 = Rs 42,000
Profit made in 60% trades (30 out of 50 trades) at different percentages:
Profit at 15%: 30 trades * Rs 10,000 * 15% = Rs 45,000
Profit at 20%: 30 trades * Rs 10,000 * 20% = Rs 60,000
Total profit = Rs 45,000 + Rs 60,000 = Rs 105,000
Net profit/loss = Total profit - Total loss = Rs 105,000 - Rs 42,000 = Rs 63,000
Therefore, the net profit in this scenario is Rs 63,000.
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That's a difference of 12000 from Scenario 'A'.
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Scenario C.
Scenario with 50 trades, position size of Rs 10000 each . loss making trades are 40% while profit making trades are 60%.
loss incurred is 5% in 20% trades,
loss incurred is 10% in 20% trades.
while profits are as follows.
profit made is 14% in 30% trades.
profit made is 18% in 30 % trades.
The net profit/loss is calculated.
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In this scenario, 20% of the trades result in a loss of 5% of the position size (Rs 10000), so each of these trades loses 5% * Rs 10000 = Rs 500. The total loss for these trades would be 20% * 50 trades * Rs 500 = Rs 5000.
Similarly, for the 20% of trades with a loss of 10%, the total loss would be 10% * Rs 10000 = Rs 1000 per trade. So, the total loss for these trades would be 20% * 50 trades * Rs 1000 = Rs 10000.
For the 30% of trades with a profit of 14%, the total profit would be 14% * Rs 10000 = Rs 1400 per trade. So, the total profit for these trades would be 30% * 50 trades * Rs 1400 = Rs 21000.
For the remaining 30% of trades with a profit of 18%, the total profit would be 18% * Rs 10000 = Rs 1800 per trade. So, the total profit for these trades would be 30% * 50 trades * Rs 1800 = Rs 27000.
Adding up all the profit and loss, the net profit or loss would be: Rs 21000 + Rs 27000 - Rs 5000 - Rs 10000 = Rs 34000, which indicates a net profit of Rs 34000.