# Combinatorics + Algebra + Number Theory = The Best :D

Let $$m$$ be an integer such that $$1 \leq m \leq 1000$$. Find the probability of selecting at ramdom an integer $$m$$ such that the quadratic equation $6x^2 -5mx + m^2=0$ has atleast one integer solution.

This question is not my original :D

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