Hi,
There’s got to be a way to determine mathematically the odds of getting your stop loss hit whether it’s your initial stop, whether it’s moved to breakeven, or whether you’re trailing price with it.
Let’s use moving the stop loss to breakeven as an example. Here’s what I’ve come up with so far:
Please correct me if I’m wrong at any point. I’m sure that not only I, but many others, would like to get a good handle on this.
The ATR is the average range of a candle as calculated over a given number of periods. To simplify matters, let’s say that half the time during an ATR period the candle will be longer than the ATR, and half the time it will be shorter. Therefore, if I place my stop loss at breakeven when price is 2 ATRs away from it, I stand a 50% chance of being stopped out during that period - 2 ATRs, not 1, because, on the average, price will move either up or down 1 ATR during that period. Wrong? Let’s hear it, with an explanation, from someone good at this kind of visual thinking and math.
Anyway, here’s what Adam Lemon of Daily Forex has to say: “Every currency pair or cross has an average daily range of volatility. If your stop loss level is within half of that amount, it will probably be hit within the next day or two.” When to Move a Stop Loss to Break Even | DailyForex. This is the kind of thing I’m after, but with understanding. A formula for different ATR distances is the goal.
Here’s the million dollar question (Wouldn’t that be nice!):
What math formula may we use to determine the chance per cent of being stopped out based on the distance of stop loss from price?
For example, how would we determine what the chance percentage is of being stopped out if I place my stop 2 ATRs from price? 1.5 ATRs? Etc.
Please allow me: Let’s not discuss whether it’s good to move your stop at all or what the best way to do it is. Let’s stick to the question.
Thanks,
Norm