You hear it over and over: never risk more than 1 percent of your account on any trade.
Others say 2% or 5% and I've heard of some risking no more than 0.5%.
But I've been aware lately of the risk I face of trading too small.
If I went my trading career only ever risking 0.5% and executed 100 trades per year, assuming a risk:reward of 1:2 and win rate of 0.5 I'd grow my account by 25% annually. If on the other hand I risked 2% using the same strategy I'd grow my account by about 250%.
Over 5 years, assuming I efficiently compounded, at 0.5% risk I'd have a return of 300%. But at 2% risk the return would be more like 10,000%.
By trading too small I'd risk missing out on a significant amount of profit.
According the maths (British spelling) over that 5 year run I'd be likely to experience a losing streak of 9 losses in a row. At 0.5% risk that would be a 4.5% drawdown and at 2% risk an 18% drawdown. The 18% drawdown wouldn't be fun but it wouldn't matter in the long run, the return is still 10,000%.
(By the way, I'm cooking and knocked up those numbers quickly - so may not be correct!)
This is all theoretical and in reality efficiently compounding isn't necessarily practical, but my example demonstrates that we should aim to risk the optimal amount according to our strategies and long term account accumulation.
Is my thinking on this wrong?
Others say 2% or 5% and I've heard of some risking no more than 0.5%.
But I've been aware lately of the risk I face of trading too small.
If I went my trading career only ever risking 0.5% and executed 100 trades per year, assuming a risk:reward of 1:2 and win rate of 0.5 I'd grow my account by 25% annually. If on the other hand I risked 2% using the same strategy I'd grow my account by about 250%.
Over 5 years, assuming I efficiently compounded, at 0.5% risk I'd have a return of 300%. But at 2% risk the return would be more like 10,000%.
By trading too small I'd risk missing out on a significant amount of profit.
According the maths (British spelling) over that 5 year run I'd be likely to experience a losing streak of 9 losses in a row. At 0.5% risk that would be a 4.5% drawdown and at 2% risk an 18% drawdown. The 18% drawdown wouldn't be fun but it wouldn't matter in the long run, the return is still 10,000%.
(By the way, I'm cooking and knocked up those numbers quickly - so may not be correct!)
This is all theoretical and in reality efficiently compounding isn't necessarily practical, but my example demonstrates that we should aim to risk the optimal amount according to our strategies and long term account accumulation.
Is my thinking on this wrong?