Each of A and B is a positive integer.

Find the relationship between A and B such that each of the expressions:
x² + A*x + B and x² + A*x + B + 2 is resolvable into factors of the form (x+p)(x+q), for positive integers p and q.

(In reply to The whole story? by Jer)

Ty, Jer. I confirm having hyperlinked your methodology in the official solution.

Posted by K Sengupta on 2024-04-25 08:29:09