ok maybe forex numbers may make it easier to udnerstand. basic martingale is double down on every loss,
price......buy
1.9000 - 1lot
1.8500 - 1lot
breakeven = 1.8750
but what happens if i buy 2lots at 1.8500, where will my breakeven be then?
price......buy
1.9000 - 1lot
1.8500 - 1lot
1.8000 - 1lot
breakeven = 1.8500
but what happens if i buy 5lots at 1.8500 and then 3lots at 1.8000, where will my breakeven be then?
Hello trevman
Try this:
your 1.example ((100 * 2) + (100 * 1.5)) / (100 + 100) = 1.75
the 2. ((200 * 1.5) + (50 * 1.3)) / (200 + 50) = 1.46
and the 3. ((100 * 100) + (100 * 50)) / (100 + 100) = 75
for the 3. it is not 66 because otherwise 100-(100-66) had to be 50.
and by having more stakes : ((price*inv)+(price*inv)+(price*inv)) / (inv+inv+inv)
and so on.
Yes, its always a little bit tricky with the math.Your 66 had brought me initially to calc the so called Harmonic Mean http://mathworld.wolfram.com/HarmonicMean.html but had led me on a wrong track. For hours...damned.
Btw maybe later on you want to check out also the Supermartingale with your
spreadsheet calcs.I would be curious to see the outcomes.
hbud
hbud, ive been testing the suggested formula and ive noticed abit of an oddity. the distance between the price of trades and the price of breakeven seems to go up before it goes down like so
BREAK EVEN DIFF
8033 0
6024.75 2008.25
4685.91666666667 2677.66666666667
3765.46875 2761.34375
3112.7875 2610.725
2635.828125 2384.796875
2277.21205357143 2151.69642857143
2000.4052734375 1937.6474609375
1781.62456597222 1750.24565972222
1605.0310546875 1589.3416015625
1459.83229758523 1451.98757102273
1338.50646972656 1334.58410644531
1235.69529371995 1233.73411207933
1147.50138636998 1146.52079554967
1071.03398030599 1070.54368489583
diff = breakeven - price at last trade
surely it should go down from the start, rather than up. the forumlas are all correct.
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