138: The "Expected Probability Paradox" For Options Traders
The Option Alpha Podcast
Kirk Du Plessis
4.8 • 1.2K Ratings
🗓️ 6 August 2018
⏱️ 54 minutes
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| 0:00.0 | You're listening to the Option Alpha Podcast from Option Alpha.com where we show you how to make |
| 0:06.3 | smarter trades learn how the stock market really works and generate consistent monthly |
| 0:11.2 | income. Now your host and head trader at option alpha.com, Kirk depluses. |
| 0:17.0 | Hey everyone, this is Kirkier again from option alpha |
| 0:22.8 | com working every single day to make this the most popular investing |
| 0:26.9 | podcast offered online because it's based on one thing and one thing only and |
| 0:31.1 | that's helping you guys make smarter trades. |
| 0:33.0 | So again, thank you so much for tuning in today on today's show, |
| 0:36.7 | episode number 138. |
| 0:39.0 | We are going to be talking about what I believe will honestly be one of our top five episodes that we will ever do on this podcast. |
| 0:46.4 | I think the topic of expected probability and this expected probability paradox that many traders are going through right now is one of the most requested, |
| 0:57.6 | most asked, biggest support ticket things that we get through the website. |
| 1:03.2 | So I wanted to take some time today to really explain |
| 1:06.4 | not only what it is, but how it affects traders |
| 1:09.0 | and how you might look at things a little bit differently |
| 1:12.2 | using a lot of different case studies and some back |
| 1:14.6 | testing to kind of prove the point in some data to really solidify what I'm saying because I'm not just |
| 1:18.9 | saying stuff that I believe and you know it's a hunch that I, it's stuff that we can prove and we can validate using |
| 1:24.5 | data. |
| 1:25.5 | So again, I would encourage you to listen to this whole episode, maybe even listen to it multiple times. |
| 1:29.5 | If I've sent you this episode through email or on social media or through a message. |
| 1:34.0 | It's because I think that this might answer the question that you may have been asking me with |
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