Exploring Project Euler (41 & 48)
This weeks blog post will be another continuation of my Project Euler series. As a reference, I've once again included a link to my first post on this topic where I give an overview. This post will be dealing with two problems that I worked on, specifically problems 41 and 48. I will give a brief overview of each problem before diving into the concepts they discuss and my methodology for solving them. Below is the first problem I will be discussing, number 41. As can be seen from the title of the problem on the Project Euler archive, this question deals with a phenomenon known as pandigital prime numbers. This is a number which contains all of the integers from 1 to n exactly once where n is a given base and is also prime. Zero is generally included in these numbers, but this question has specifically requested we start with one. An example of a pandigital number under this definition would be 123, in the case that n = 3. This ...