Question: I cannot find enough rules to help me figure this out. Please assist. Suppose that for a function f, the equation f(x) =0 has exactly

I cannot find enough rules to help me figure this out. Please assist.

Suppose that for a function f, the equation f(x) =0 has exactly two real-number solutions. Which of the following statements MUST be true? A. f has exactly two x-intercepts. B. f has exactly two y-intercepts. C. f is a quadratic function. D. f is an invertible function

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