Break-even interest - page 4
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What difference does it make whether trades are open or not? The important thing is that we know what levels they will be at.
And the lots will change depending on where the TP will be. Since the TP moves with each fill, the lot formula for each level will be new:
Deal 1: price 1.2380, TP at 1.2390. Lot = 1.
Trade 2: price 1.2360, TP at 1.2370. Lot = Loss on trade 1 [TP] (10 pips * 1 lot) / Profit on trade 2 (10 pips) = 1 lot
Trade 3: price 1.2330, TP at 1.2350. Lot = (Loss on trade 1 (30 pips * 1 lot) + Loss on trade 2 (10 pips * 1 lot)) / Profit on trade 3 (20 pips) = 2 lots
Trade 4: price 1.2290, TP at 1.2300. Lot = (Loss on trade 1 (80 pips * 1 lot) + Loss on trade 2 (60 pips * 1 lot) + Loss on trade 3 (30 pips * 2 lots)) / Profit on trade 4 (10 pips) = 20 lotsAnd so on.
I could be wrong but I have deducted a lot
op1 is the level * lot by level
price is a level at which everything should close or in other words zero profit
op i is the next level
lt i is the lot at which everything will close at 0 at price if you increase the lot then there will be a profit...
Confused in your calculations - some equations came out....
And, we need to provide for closing not to zero at each level but to profit - profit equal to the initial lot. I.e. at each level we must consider adding to this lot.
are we going with the trend or against the trend?
Your formulas seem to be similar to mine, only written differently. Can you do an example on the original figures?
Push the buttons on the calculator for you? )
Order 1: open price 1.5472, TP = 1.5000, lot = 1
Order 2: open price 1.5764, TP = 1.5472, lot = (1.5472 - 1.5472) * 1 lot / (1.5764 - 1.5472) = 0 + 1 lot for profit = 1 lot
Order 3: open price 1.6000, TP = 1.5764, lot = ((1.5764-1.5472) * 1 lot + (1.5764-1.5764) * 1 lot) / (1.6000 - 1.5764) = 292 / 236 = 1.24 lots + 1 lot for profit = 2.24 lots
Order 4: open price 1.6236, TP = 1.6000, lot = ((1.6000-1.5472) * 1 lot + (1.6000-1.5764) * 1 lot + (1.6000-1.6000) * 2.24 lots) / (1.6236-1.6000) = (528 + 236 + 0) / 236 = 3.24 + 1 lot for profit = 4.24
And so on.
are we going with the trend or against the trend?
Push the buttons on the calculator for you? )
Order 1: open price 1.5472, TP = 1.5000, lot = 1
Order 2: open price 1.5764, TP = 1.5472, lot = (1.5472 - 1.5472) * 1 lot / (1.5764 - 1.5472) = 0 + 1 lot for profit = 1 lot
Order 3: open price 1.6000, TP = 1.5764, lot = ((1.5764-1.5472) * 1 lot + (1.5764-1.5764) * 1 lot) / (1.6000 - 1.5764) = 292 / 236 = 1.24 lots + 1 lot for profit = 2.24 lots
Order 4: open price 1.6236, TP = 1.6000, lot = ((1.6000-1.5472) * 1 lot + (1.6000-1.5764) * 1 lot + (1.6000-1.6000) * 2.24 lots) / (1.6236-1.6000) = (528 + 236 + 0) / 236 = 3.24 + 1 lot for profit = 4.24
And so on.
Let's see 3 openings (no 1.5 openings), by which time there will be a loss:
1. After the opening on the first level (1.6-1.5472)*1
2. After the opening on the second level (1.6-1.5764)*2.
Thus the current loss ((1.6-1.5472)*1+(1.6-1.5764)*2)
To cover the loss we have 236 points (1.6-1.5764)
Thus the break-even point will be at the following volume ((1,6-1,5472)*1+(1,6-1,5764)*2)/(1,6-1,5764)
Add a fixed lot 1, and we get ((1.6-1.5472)*1+(1.6-1.5764)*2)/(1.6-1.5764)+1=5.24.
Where am I wrong?
Levl
Interestingly, the resulting ratios are constant - i.e. we multiply the initial lot by the resulting lot and it will be the right value, which means that we can find a progression - an increase in lot with a 1% increase in level, how do we do that?