[img]data:image/png;base64,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[/img][br][br]Here is a graph of a function w defined by w(x) = (x + 1.6)(x - 2). Three points on the graph are labeled.[br]Find the values of a, b, c, d, e, and f. Explain your reasoning.
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[/img]