AP Calculus ABeasymcq1 pt

From the graph of ff, the values of f(x)f(x) approach 55 as xx approaches 22 from the left and from the right, while f(2)=1f(2)=1. What is limx2f(x)\lim_{x\to 2} f(x)?

A.55
B.11
C.33
D.Does not exist

Explanation

Core Concept

The limit depends on the values f(x)f(x) takes near x=2x=2, not on f(2)f(2) itself. Both one-sided limits approach 55, so the two-sided limit is 55.

Correct Answer

A55

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