[[enter image description here](https://i.stack.imgur.com/3GFxN.png)](https://i.stack.imgur.com/wUEKA.png)
Hello, I am a student studying GeoGebra in Korea. I'm having trouble writing formulas, so I'm leaving a question.
the brown graph represents the probability of an electron being present (relative value: the sum of the areas is not equal to 1), but when I integrate from 0 to infinity, I don't get a value. Is the expression too complicated for GeoGebra to solve?
I want to plot the probability that an electron exists as a dot plot. My idea is as follows.
- Where there is a high probability of an electron being found, there should be a lot of electrons.
- Therefore, I have divided the x-axis of the graph into units of 0.1. (In the picture, this is designated as variable a).
- This is a formula I can't write, help! At the corresponding x(=a) value, rotate 360 degrees/probability (probability is a decimal number, so I'm going to multiply it by 100 to make it a natural number). So if the probability*100 is, say, 36, I'd do 36 rotations of 10 degrees to get 36 dots, and if the probability is 60, I'd do 6 rotations of 10 degrees for a total of 60 dots. How could we write this expression? Help.