Scaling Out Feels Safer Than It Pays, So Test Both Exits
Taking half off at the first target feels like the prudent choice. Whether it pays depends on one number from your own records: how often trades that reach the first target go on to the second.
The position Scaling out can pay less than holding for the full target, and the only way to know which suits you is to measure both in your own trades.
“Should I sell half at the first target?” comes up before any trade with two targets, and the answer depends on a number many traders never measure. Selling half feels safe because it banks something. It also halves the part of the position that gets to the bigger target.
Both effects are real. Which one is larger depends on your own trades.
What each exit buys you
Scaling out buys a smoother run of results. More trades end with something in the account, fewer winners turn into scratches, and you get the feeling of having been paid early, which makes it easier to sit through the rest of the move.
Holding the whole position to the full target buys size on the trades that work best. Every share is still there at the second level. The biggest winners count in full.
Neither comes free. The smoother results cost you part of every big winner, and the full-size winners arrive inside a much lumpier run of results.
Ten hypothetical trades
Set up the same trade ten times. The assumptions are spelled out so you can change them.
- Entry at 50, stop at 48, so the risk is 2 per share.
- 200 shares, so the full risk is 400.
- First target at 52. Second target at 56.
- After the first target, the stop moves to the entry, 50.
- Both approaches get that same stop rule.
- Of the ten trades, five are stopped out before the first target, three reach the first target and then come back to 50, and two go on to reach the second target.
Under these assumptions, holding full size earns twice as much per trade. The scaled version still made money, and more of its trades ended in profit. Five against two.
Now look at it from the other side. In the full-size version, eight of the ten trades end flat or at a loss. Trades don’t arrive in a tidy order, so a long unbroken run of losses and scratches is entirely possible, and sitting through one without touching the rules is part of what the higher figure costs. That cost is easy to underrate on paper.
The number that decides it
Change one assumption and the answer flips. Suppose only one of the five trades that reach 52 goes on to 56. The full-size approach makes -2,000 plus 1,200, a loss of 800 over the ten trades, while the scaled approach makes -2,000 plus 800 from the four that come back plus 800 from the one that runs, a loss of 400, so here scaling out loses half as much.
The deciding figure is the share of trades that carry on from the first target to the second. Call it p.
With these targets and this stop rule, if more than one in three first-target trades carry on to the second, holding the full position pays more. Below one in three, scaling out pays more. Move either target or the stop rule and the break-even moves with it, so treat one in three as a feature of this example and work out your own.
Find your p in your own records
Nobody can hand you your p. It depends on your setups, your targets and the stocks you trade. It’s sitting in your trade history, though, if you’ve recorded the right thing.
For each trade, note whether it reached the first target, whether it reached the second, and what happened in between. Record that for every trade you take, including the ones you exited early, since what matters is what the stock did after your first target, whatever you did with the shares. A journal that logs only your actual exits hides this. Once you’ve sold half, the second target stops being something you watch.
When you have more than a handful of trades, count them. Then run both exits through the same sum. The trade risk worksheet keeps the share counts consistent while you do.
The same habit of recording what you didn’t do sits behind keeping a skipped trades log, and a trailing stop is a third exit worth putting through the same comparison, which the trailing stop trade-off weighs.
When scaling out is the right choice anyway
Some traders will measure p, find that holding full size pays more on paper, and scale out regardless, and that can be a perfectly sound decision for reasons no expectancy sum will ever capture. If the full-size version makes you move stops, bail out early on nerves, or skip good setups after a string of scratches, the paper result never shows up in the account.
Watching dollar swings is often where that pressure comes from, and hiding the dollar P&L is one way to ease it before you give up the better exit.
So there’s no universal answer. Test both exits on your own numbers, then pick the one you’ll actually follow.
Also asked
- Does moving the stop to break-even change the comparison?
- It changes the numbers for both exits, which is why the worked case applies the same stop rule to each. Compare exits with every other rule held the same.