The document discusses a limit problem where the limit of f(x) equals 5 as x approaches 2 from both sides, but never reaches 2. It then asks if the statement can be true if the function value at f(2) equals 3, and asks for an explanation of how this is possible.

1. lim of f(x) = 5 as x approaches 2 . I describe that problem like this ( The limit of f(x) equals 5
when x approaches 2 but never reaches 2 ( approaches 2 from both sides )
Part B. Can the statement that I wrote be true if f(2)=3 and explain
So I think as x approaches closer and closer to 2 and never reaches 2 then the limit of a function
should be 5 but what does f(2)=3 has to do with it ?? can some one explain this to me ?
Solution
yup its correct