Convergence
Definition
Definition
A sequence {sₙ} converges to a limit L, if for every ε > 0, we can find ab integer n such that |sₙ - L| < ε for all integers greater than n.
A sequence {sₙ} converges to a limit L, if for every ε > 0, we can find ab integer n such that |sₙ - L| < ε for all integers greater than n.
The aim of the game will be to express n as a function of ε.
The aim of the game will be to express n as a function of ε.
Example 1