- 1 10 Pts Suppose F A R Is A Function And C Is A Limit Point Of A Show That If Lim F X I C L And Lim F X L2 1 (8.59 KiB) Viewed 33 times
1. [10 pts] Suppose f: A→ R is a function and c is a limit point of A. Show that if lim f(x) = I-C L₁ and lim f(x) = L2,
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1. [10 pts] Suppose f: A→ R is a function and c is a limit point of A. Show that if lim f(x) = I-C L₁ and lim f(x) = L2,
1. [10 pts] Suppose f: A→ R is a function and c is a limit point of A. Show that if lim f(x) = I-C L₁ and lim f(x) = L2, then L₁ = L2. (In other words, if a functional limit exists, then it is x-c unique.)
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