Additional Problem 2: The error function and the probability of rare events Let X ∼ N(50, 100). a) Use the normal CDF table to
![statistics - How to accurately calculate the error function $\operatorname{ erf}(x)$ with a computer? - Mathematics Stack Exchange statistics - How to accurately calculate the error function $\operatorname{ erf}(x)$ with a computer? - Mathematics Stack Exchange](https://i.stack.imgur.com/MY9Mv.gif)
statistics - How to accurately calculate the error function $\operatorname{ erf}(x)$ with a computer? - Mathematics Stack Exchange
![SOLVED: 10.a. What fraction of molecules move less than their most probable speed Vmp= kB= la (10 pts) b. How many are moving faster? (pt. b. doesn't require integration of the Maxwell-Boltzmann SOLVED: 10.a. What fraction of molecules move less than their most probable speed Vmp= kB= la (10 pts) b. How many are moving faster? (pt. b. doesn't require integration of the Maxwell-Boltzmann](https://cdn.numerade.com/ask_images/c18ccde7096045a2973604e728baa4cf.jpg)