Here are graphs representing the functions f and g, given by f(x) = x(x + 6) and g(x) = x(x + 6) + 4.[br][br][img]data:image/png;base64,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[/img][br][br]Which graph represents each function? Explain how you know.
[img]data:image/png;base64,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[/img]