I apologize in advance cause this might be a long post and maybe a bit hard to follow...
Basically it is a trade based on EEM (emerging markets ETF). The reason why I am posting it is because this is not a trade I would "normally put on"...
EEM closed at 35.80$ friday. I figure the trend is still up and I am thingking about setting up a trade for december expiry.
I figure my target is 40.00$ by then with a stop loss at 31.75$. I am looking at getting in at 35.72$ for 2800 units (or the equivalent in options). Basically thats a cost of 100 016$. Max loss: 11 116$. Expected gain: 11 984$.
I have joined a probability table to the post. Basically it says there is 99% chances EEM will hit my limits before december expiry. Once you bring the chances of hitting either one, you get that you should hit the top one at 50.38% and the lower one at 49.62%.
61.91/(60.98+61.91)=50.38
60.98/(60.98+61.91)=49.62
So it is 50/50 really. If it hits the top one first, then thats nice but not so cool if its the low point cause then you sell kicks in.
0.5038*11984-0.4962*11116=+521.41$
Where it gets interesting IMO is if you choose to go with a synthetic long by selling the 36$ put and buying the 36$ call. I'd shoot for a net credit 0.15$ on 28 contracts.
2800*0.15=420$
I also would buy a protective put at 32$ for 1,10$. 2800*1.10= 3080$
So that gives a cost per unit of:
36-0.15+1.10=36.95$
Max loss: (36.95-32.00)*2800=13860$
Max gain: 8540$
It gives me a net debit of 2660$ so basically I could invest the 97 356$ for 5 months in a MM or something to add somewhat to the gain.
Still it does not look like the number 2 option is better... Thats where you input comes in:
The way I figure, with the first strategy if the ETF hits 31.75$ I'm screwed but not with the second one. The probability calculator also says there is 23,88% chances it will hit both strikes...
So if it hits the lower one I still have a chance it will go to the higher one any way.
0.2388*0.4962+0.5038=62.23% That it would hit the highest one in any case...
So: 0.6223*8540-0.3777*13860=+79.52$ (plus whatever I make on the MM for 5 months). I figure about 680$ total.
The 680$ versus the 521$ would be the expected profit on this trade executed one hundred times... The fact that the E(x) is positive tells me these are acceptable bets... I think
Feel free to shoot it down or give any input/advice...
Basically it is a trade based on EEM (emerging markets ETF). The reason why I am posting it is because this is not a trade I would "normally put on"...
EEM closed at 35.80$ friday. I figure the trend is still up and I am thingking about setting up a trade for december expiry.
I figure my target is 40.00$ by then with a stop loss at 31.75$. I am looking at getting in at 35.72$ for 2800 units (or the equivalent in options). Basically thats a cost of 100 016$. Max loss: 11 116$. Expected gain: 11 984$.
I have joined a probability table to the post. Basically it says there is 99% chances EEM will hit my limits before december expiry. Once you bring the chances of hitting either one, you get that you should hit the top one at 50.38% and the lower one at 49.62%.
61.91/(60.98+61.91)=50.38
60.98/(60.98+61.91)=49.62
So it is 50/50 really. If it hits the top one first, then thats nice but not so cool if its the low point cause then you sell kicks in.
0.5038*11984-0.4962*11116=+521.41$
Where it gets interesting IMO is if you choose to go with a synthetic long by selling the 36$ put and buying the 36$ call. I'd shoot for a net credit 0.15$ on 28 contracts.
2800*0.15=420$
I also would buy a protective put at 32$ for 1,10$. 2800*1.10= 3080$
So that gives a cost per unit of:
36-0.15+1.10=36.95$
Max loss: (36.95-32.00)*2800=13860$
Max gain: 8540$
It gives me a net debit of 2660$ so basically I could invest the 97 356$ for 5 months in a MM or something to add somewhat to the gain.
Still it does not look like the number 2 option is better... Thats where you input comes in:
The way I figure, with the first strategy if the ETF hits 31.75$ I'm screwed but not with the second one. The probability calculator also says there is 23,88% chances it will hit both strikes...
So if it hits the lower one I still have a chance it will go to the higher one any way.
0.2388*0.4962+0.5038=62.23% That it would hit the highest one in any case...
So: 0.6223*8540-0.3777*13860=+79.52$ (plus whatever I make on the MM for 5 months). I figure about 680$ total.
The 680$ versus the 521$ would be the expected profit on this trade executed one hundred times... The fact that the E(x) is positive tells me these are acceptable bets... I think
Feel free to shoot it down or give any input/advice...
. Understanding synthetics won't make you money per se but at times, it will help you simplify your life.