- #1
JFGariepy
- 17
- 0
Hi everyone,
I've been bumping on this problem for a while and wondered if any of you had any clue on how to approach it. My question is whether the following equality is possible for 4 distinct prime numbers :
PxPy + Pw = PwPz + Px
where Px, Py, Pw, Pz are odd prime numbers, and each of them is unique, thus not equal to the others.
If impossible, how would you prove that ?
Thanks!
JF
I've been bumping on this problem for a while and wondered if any of you had any clue on how to approach it. My question is whether the following equality is possible for 4 distinct prime numbers :
PxPy + Pw = PwPz + Px
where Px, Py, Pw, Pz are odd prime numbers, and each of them is unique, thus not equal to the others.
If impossible, how would you prove that ?
Thanks!
JF