Hello again. Unfortunately, it is not true. See my example in the other thread.Charles H said:
That one: https://www.physicsforums.com/threads/cubes-and-primes.1056619/Charles H said:
LOL, *your* new thread silly.Charles H said:
The connection between cubes and primes is that a cube is a number that is the product of three equal factors, while a prime number is a number that is only divisible by 1 and itself. Therefore, a cube cannot be a prime number unless one of its factors is 1, making it a perfect cube.
There are only 8 cubes that are also prime numbers: 2, 3, 5, 7, 11, 13, 17, and 19. These are also known as the "cube primes" or "cubic primes".
The largest cube that is also a prime number is 19, which is the cube of 2. This is also the largest cube prime.
There are no known patterns in the relationship between cubes and primes. The occurrence of cube primes seems to be random and unpredictable.
The connection between cubes and primes is an interesting mathematical phenomenon. It highlights the unique properties of both cubes and primes and shows how they can intersect in certain cases. It also serves as a reminder that there is still much to be discovered and understood about numbers and their relationships.