his week we began a problem on prime numbers and specifically twin prime number patterns. Twin prime numbers are prime numbers that differ by two . There is a weird phenomenon that occurs when you add two prime numbers. What ends up happening is if you multiply the two prime numbers, add one they will be a perfect square and also be divisible by 36. They are also perfect squares for future reference for the problem. The problem has us test out these twin prime numbers and see if we can find a pattern in order to prove these two variables:
-The result is always a perfect square
-The result is always a multiple of 36
I began the problem by listing out all of the twin prime numbers, multiplying and adding one with the use of this diagram.
-The result is always a perfect square
-The result is always a multiple of 36
I began the problem by listing out all of the twin prime numbers, multiplying and adding one with the use of this diagram.