Answer:
see attached
Explanation:
The required graph will have a "hole" at (3, 2). That is, the function will be undefined there.
Functions with a hole
A rational function will be undefined at x=3, but defined nearby, if its numerator and denominator have cancelling zeros at x=3. For the purpose here, "nearby" values must approach 2 as x approaches 3 from either direction.
Graphs of a couple of such functions, f(x) and g(x), are shown in the attachment. There are an infinite number of possibilities.
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Additional comment
A "hole" is identified on a function's graph by an open circle, indicating the function is not defined there.