Let f be a continuous function defined on the set of real numbers. What can you conclude from the table of signs below? (-00,-2)-2 (-2,3) 3 (3.00) S'(z) undefined MCQ7.pdf O The graph of f is concave downward on (-2, ). O f has a local (or relative) minimum at x = -2. O The graph of f has a vertical asymptote at a = 3. O f is decreasing on (-2, 3).

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