rub92me
Don't look back
- Joined
- 24 April 2006
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All the arguments I've heard so far drive diversification of the portfolio, which can be a good thing to reduce the risk, but I'm not convinced that it is the most profitable strategy unless you're really really good in picking the next trade. Let's take a simple example.
Total investment in stock A: Bought 50,000 at $1 . A = now $2 so my holding is now worth 100,000.
Scenario 1 : Let's assume stock A has a 70% chance of going up by 10% or more and a 30% chance of doing worse (say the average is zero gain) in the next 3 months. I decide to leave all my money in A. My expectancy is that my investment will be worth 100,000 + 7% of 100,000 = 107,000. (worst case)
Scenario 2: Let's assume I take 50% profit and let the rest run with the same expectation as under Scenario 1. So the remainder in A (50,000) will appreciate 7%, i.e my A portfolio will be 53,500.
I still have 50,000 to play with to make at least another 3,500.
Say I have a 60% success rate in picking a winning trade and my stop loss for the new 50,000 trade is 2,000.
40% chance of being stopped within 3 months - expectancy -800.
60% chance of winning. How much of a gain do I need to achieve to get a combined expectancy of more than 3,500? About 7,500. So I need to pick a winning stock that goes up by 15% or more to have an expectancy of increased profit. I.e. I need to find a stock that will perform twice as well as stock A. Can you really do that consistently?? If so, I'm impressed and you should take half your profits.
I can't so I let all my profits run, not half.
Total investment in stock A: Bought 50,000 at $1 . A = now $2 so my holding is now worth 100,000.
Scenario 1 : Let's assume stock A has a 70% chance of going up by 10% or more and a 30% chance of doing worse (say the average is zero gain) in the next 3 months. I decide to leave all my money in A. My expectancy is that my investment will be worth 100,000 + 7% of 100,000 = 107,000. (worst case)
Scenario 2: Let's assume I take 50% profit and let the rest run with the same expectation as under Scenario 1. So the remainder in A (50,000) will appreciate 7%, i.e my A portfolio will be 53,500.
I still have 50,000 to play with to make at least another 3,500.
Say I have a 60% success rate in picking a winning trade and my stop loss for the new 50,000 trade is 2,000.
40% chance of being stopped within 3 months - expectancy -800.
60% chance of winning. How much of a gain do I need to achieve to get a combined expectancy of more than 3,500? About 7,500. So I need to pick a winning stock that goes up by 15% or more to have an expectancy of increased profit. I.e. I need to find a stock that will perform twice as well as stock A. Can you really do that consistently?? If so, I'm impressed and you should take half your profits.
I can't so I let all my profits run, not half.