P7: k primes (each > k) in AP with CD < k+2 is impossible
Source:
March 31, 2013
arithmetic sequencenumber theoryprime numbers
Problem Statement
(i) Show that there cannot exists three peime numbers, each greater than , which are in arithmetic progression with a common difference less than .(ii) Let be an integer. Show that it is not possible for prime numbers, each greater than , to be in an arithmetic progression with a common difference less than or equal to .