Use what you know about zeros of a function and end behavior of a graph to choose the graph that matches the function f(x) = (x − 3)(x − 2)(x + 1). The graph starts at the bottom left, goes up through the x axis at negative 1, reaches a maximum on the y axis at 6, goes back down through the x axis at 2, reaches a minimum around y equals negative 1, and goes back up through the x axis at 3. The graph starts at the top left, continues down through the x axis at negative 1 to a minimum on the y axis at negative 6, goes back up through the x axis at 2 to a maximum around y equals 1, and goes back down through the x axis at 3. The graph starts at the bottom left, continues up through the x axis at negative 3 to a maximum around y equals 1, goes back down through the x axis at negative 2 to a minimum on the y axis at negative 6, and goes back up through the x axis at 1. The graph starts at the top left, continues down through the x axis at negative 3 to a minimum around y equals negative 1, goes back up through the x axis at negative 2 to a maximum on the y axis at 6, and goes back down through the x axis at 1