Which statement describes the vertical asymptotes, if any, in the graph of the function fx=frac 2x - 4x2- 4 A. The graph has no vertical asymptotes. B. The graph has one vertical asymptote. C. The graph has two vertical asymptotes. D. The number of asymptotes depends on whether the rational expression is simplified.

Question
Which statement describes the vertical asymptotes, if any, in the graph of the function fx=frac 2x - 4x2- 4 A. The graph has no vertical asymptotes. B. The graph has one vertical asymptote. C. The graph has two vertical asymptotes. D. The number of asymptotes depends on whether the rational expression is simplified.
Answer:
Which statement describes the vertical asymptotes, if any, in the graph of the function fx=frac 2x - 4x2- 4 A. The graph has no vertical asymptotes. B. The graph has one vertical asymptote. C. The graph has two vertical asymptotes. D. The number of asymptotes depends on whether the rational expression is simplified. 65047dca45686.webp
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algebra 11 months ago 3892