In this video we are going to solve 2 equations using the Lambert W Function. The goal is to find all real solutions using the lambert w function. You will learn how to determine how many solutions should you get considering just the lambert w function. (without the graph)
For the Lambert W function, go to: https://www.youtube.com/watch?v=nY7Y01oH0z8&t=3s
For the Application of the Lambert W Function got to: https://youtu.be/whgoDbcSClY
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Timecodes
0:00 - Intro
0:10 - introduction
2:52 - explaining two ways of solving the equation solve x^2=2^x,solve
3:02 - solving x^2=2^x for x greater than 0
5:52 - explaining how many solutions should we get using just the lambert W Function
8:59 - explaining all possible solution for x greater than 0 , for both branches W_0 and W_-1
10:57 - how to get expression for x considering the branch W_-1
15:30 - solving for x is less than 0
21:50 - solving the equation 2^x = 10x
24:50 - begging for subscribers :D
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