Uniqueness of the Limit Prove that a function converges to at most one limiting value
Chapter 2, Problem 30(choose chapter or problem)
Uniqueness of the Limit Prove that a function converges to at most one limiting value. In other words, use the limit definition to prove that if limxc f (x) = L1 and limxc f (x) = L2, then L1 = L2.
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