Since 99% of my own trades are in options, the calls I give are also on options. I am of the firm belief, that a basic knowledge of option greeks is necessary for any trader aspiring to trade options. For this, there are numerous books and even more resources on the net/youtube

However, a trader trying to learn Greeks face the problem of information overload. The problems are mainly 3
1. Either the text is too mathematical
2. Or the explanation is too simple just skimming the surface
3. In some cases, outright wrong info ( specially on youtube)
I have decided to make a video on options greeks in which I will try to explain simply ( without the maths 😀) but will go a bit more in-depth so that the info is usable by traders doing actual trades
Spent the major part of today designing the ppt ( 40 slides), hope to upload the video in the next few days. I will also provide the names of other resources which I have referred in making the video so that viewers can refer those texts for a more comprehensive understanding.
The video will be from the view of a trader/practitioner and not just a theoretical discussion.

I sincerely hope starters will be benefitted from my effort 🙏
And why we need to understand greeks if aspiring to trade options is explained by this single slide
This is my existing youtube channel. I am extremely infrequent though 😀

https://t.co/LPI0gbcoXI

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This friend had trouble making money in options though he was directionally right. Let us see how a basic understanding of greeks would have helped him, This thread will be about two attributes of option pricing, extrinsic value and theta


An option has two parts, intrinsic and extrinsic value. Think of a pack of Lay's potato chips. When you buy and open the pack, what you find is some chips and a lot of air. Intrinsic value is the chips, extrinsic value is air


https://t.co/8ZPv4ZnCiL


https://t.co/icWmqSLENW


https://t.co/vHA6azEmbQ
IV - A thread

In financial mathematics, implied volatility of an option contract is
that value of the volatility of the underlying instrument which, when
input in an option pricing model ) will return a theoretical value equal to the current market price of the option (1/n)

Implied volatility, a forward-looking and subjective measure, differs
from historical volatility because the latter is calculated from known
past returns of a security. .
https://t.co/iC5wVf7kvj (2/n)

To understand where Implied Volatility stands in terms of the underlying, implied volatility rank is used to understand its implied volatility from a one year high and low IV.
https://t.co/NFPOidRRcH

https://t.co/qNqinEqaKY

(3/n)

Options traders are always looking at the IV and IVR/IVP. For option
buyers, a low IV environment is best to initiate positions as the
subsequent rise in IV actually helps their positions . Even if the IV
remains flat, the position is not hurt by volatility (4/n)

Option sellers on the other hand are looking for high IV scenarios, where
the subsequent fall in IV ( known a vol crush , most often seen after
earnings/events) helps their positions. Here also, if the IV does not
rise, it does not hurt a seller's positions (5/n)

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