Michael Gathara

Video and Explanation Holder

Monday: June 8th, 2020

How money is created | Time: 32:33

Monday: April 13th, 2020

Options trading is the pratice of buying a contract to have the ability to buy or sell 100 shares per contract of an underlying asset

A comprehensive guide to trading options goes in depth, Time: 1:11:15

A short but nice in understanding options prices | Time: 7:32

Examples on how to trade options with low capital | Time: 6:39

Covered Calls | Time: 14:59

investopedia Put Options: Page

investopedia Call Options: Page

investopedia Options Trading Guide: Page

Options Trading Case Study Page

Options Trading Long and Short positions Page

It's no secret that investing requires a lot of math underneath. This is even more evident in options.

The price of an option is calculated using the Block-Sholes Formula as shown:

$$C = S_t * N(\color{red}{D_1}\color{white}) - K_e^{-rt}*N(\color{red}D_2\color{white})$$Where

- C = Call option price
- S = Current Stock Price
- K = Strike Price
- R = Risk-Free Interest Rate
- T = Time to maturity
- N = Normal Distribution

- Michael Gathara

Requires vast intial capital depending on which tickers you decide to trade

The Wheel Strategy | Time: 5:28

The Wheel Strategy expounded | Time: 12:01

How life emerges from a simple particle motion law | Time: 16:00

時の回廊一時間 | Toki no kairō ichijikan | Time Corridor | TIme: 1hr

Saturday: April 18th, 2020

Time Dilation is a subset of Einstein's special relativity theory. In a nutshell it says that an object moving fast(Close to light speed preferably) the slower it's time will seem to pass when observed by another object moving considerably slower.

University of Pittsburg: Page

Oregon University: Page

Physics StackExchange: Page

The Time Dilation Formula

$${T}^{\mathrm{\text{'}}}=\frac{T}{\sqrt{1-\frac{{v}^{2}}{{c}^{2}}}}$$Where:

$${\mathrm{observer\; time}}^{\mathrm{\text{'}}}=\frac{\mathrm{Proper\; time}}{\sqrt{1-\frac{{\mathrm{velocity}}^{2}}{{\mathrm{lightspeed}}^{2}}}}$$- Michael Gathara

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- Michael Gathara