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I'd just graph it, and check for continuity
The first half of this piecewise-defined function is 1 ----. Noticing that this changes over to the right half of this pw-defined function at 2-x x=a=2, evaluate the left half there. Turns out that you can't!! (Why?) This alone is enough information to lead us to conclude that the function is not continuous at x=a=2. But if you like, evaluate the second half of this pw-defined function, 3, at x=a=2. Result? 3. Does positive infinity (on the left) equal 3 on the right? What is your conclusion regarding the continuity of this function at x=a=2, or lack of it?
@mathmale Would it be C. f(2) does not exist?
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