πŸ…πŸ‘Œβ˜οΈπŸ˜‚πŸ¦x2 money sell $Vanguard S&P 500 ETF(VOO)$ put options earn 9% in 6 months 

Certainly! If I were to double my money from 17500 USD to 35000 USD, one strategy I could consider would be selling a put option with a strike price of 360 USD and an expiry date of 6 months away from today's date (April 12th, 2023) at a premium of $13.30.

When we sell a put option, we receive a premium from the buyer of the option. In this case, the premium received is $13.30 per share. It's important to note that options are traded in contracts, with each contract representing 100 shares of the underlying asset. So, if I sell one contract, I would be obligated to buy 100 shares of the underlying asset at the strike price of 360 USD if the option is exercised.

This means that the real value of the option is $1,330 (i.e., $13.30 x 100 shares), and I would need to have enough capital to cover the purchase of 100 shares at the strike price of 360 USD. This would require $36,000 in capital ($360 x 100 shares).

If the option is exercised, I would need to purchase 100 shares of the underlying asset for $36,000, regardless of the current market price. This means that if the market price of the asset falls below 360 USD, I would incur a loss. However, if the market price of the asset stays above 360 USD, the option will expire worthless, and I will keep the premium of $1,330 as my profit.

To calculate the potential profits and losses, we can use the following formulas:

Maximum Profit = Premium Received x Number of Contracts x 100

Maximum Loss = Strike Price - Premium Received

In this case, the maximum profit would be $1,330, which is the premium received. The maximum loss would be $346.70 per share, which is the difference between the strike price of 360 USD and the premium received of $13.30. So, the maximum loss for one contract would be $34,670.

To express the potential profit and loss as a percentage, we can use the following formulas:

Maximum Profit Percentage = (Premium Received / (Strike Price x Number of Contracts x 100)) x 100%

Maximum Loss Percentage = ((Strike Price - Premium Received) / (Strike Price x Number of Contracts x 100)) x 100%

Using these formulas, the maximum profit percentage would be 3.69%, and the maximum loss percentage would be 96.31%.

It's important to note that these calculations assume that we are only selling one contract. If we were to sell multiple contracts, the potential profit and loss would be multiplied accordingly. It's also important to note that these calculations do not take into account any transaction fees or taxes that may be associated with the trade.

Overall, selling a put option can be a profitable strategy if done correctly. However, it is important to understand the potential risks and rewards associated with this strategy. The potential profits and losses of a trade should always be carefully considered before making any decisions

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Disclaimer: Investing carries risk. This is not financial advice. The above content should not be regarded as an offer, recommendation, or solicitation on acquiring or disposing of any financial products, any associated discussions, comments, or posts by author or other users should not be considered as such either. It is solely for general information purpose only, which does not consider your own investment objectives, financial situations or needs. TTM assumes no responsibility or warranty for the accuracy and completeness of the information, investors should do their own research and may seek professional advice before investing.

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Comment(24οΌ‰

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  • logostauros
    Β·2023-04-12
    yes this is a good idea put option in vanguard haha
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    • Optionspuppy:Β 
      Is an idea cause i obly left 4000 sgd
      2023-04-12
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  • wigglyz
    Β·2023-04-16
    Someday I will have 10 folds of my current holdings in VOO. When I reach 10 times my current holdings, I will strive to have 10 folds of my 10 folds. Good luck all!!
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  • pixiezz
    Β·2023-04-16
    Why would Vanguard not setup ESG funds if people are fool enough to invest their money in them? Fortunately VOO is not a ESG fund.
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  • zinglee
    Β·2023-04-16
    Getting VOO to drop below 350 to do a major buy is getting ridiculous in this current economy
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  • bubblyx
    Β·2023-04-16
    VOO is an etf and vfiax is a mutual fund . They are practically the same in my opinion
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  • Agxm
    Β·2023-04-12
    Still kind of dangerous.
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  • vippy
    Β·2023-04-16
    How does this look in the next 10+ years any predictions
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  • An Long
    Β·2023-04-12
    [smile] [smile]
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  • jacksoncheng
    Β·2023-04-12
    哦喔
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  • AnnaM
    Β·2023-04-12
    good strategy
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  • nautiann
    Β·2023-04-12
    k
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  • AlphaKK
    Β·2023-04-12
    ok
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  • AppleSeed
    Β·2023-04-12
    πŸ‘πŸ»
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  • damienong
    Β·2023-04-12
    ok
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  • NingNing
    Β·2023-04-12
    ok
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  • AhBeee
    Β·2023-04-12
    [Like]
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  • Jeg
    Β·2023-04-12
    ok
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  • Angelinegoh
    Β·2023-04-12
    ok
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  • Seah CL
    Β·2023-04-12
    k
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  • wire
    Β·2023-04-12
    πŸ‘
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