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this is how the defn goes.

__A sequence (sn) is said to converge to a real number s provided that__

for each ε > 0 there exists a number N such that n>N implies |sn - s| < ε

where lim Sn = s where Sn approaches infinity

for each ε > 0 there exists a number N such that n>N implies |sn - s| < ε

where lim Sn = s where Sn approaches infinity

I am able to use this definition in the homeworks and problems, but i don't know what it means.

-retspooL