Consider the function f(2)= a. Equation(s) of vertical asymptote(s), separated by commas as necessary: A: B: No vertical asymptotes b. Coordinates (x, y) of hole(s), separated by commas as necessary: A: B: No holes c. Equation(s) of horizontal asymptote(s), separated by commas as necessary: B: No horizontal asymptotes d. Coordinates (x, y) of the x-intercepts, separated by commas as necessary: A: OB: No x-intercepts e. Coordinates (x, y) of the y-intercepts, separated by commas as necessary: A: 10x - 40 2-32-4 B: No y-intercepts f. Draw the graph of the function. Tool help: 1. To graph a rational function, first click the point where the horizontal and vertical asymptotes intersect, then click any other point on the graph. 2. Position the "open circle" to show hole, as needed. 107 5 5 4 3 6 9 2 + 4 2