Find the foci, major & minor vertices, focal diameter, length of the major and minor axes, equations for the major and minor axes, and the eccentricity for the ellipse 2304x2 + 5329y- = 12278016 Maximum focal point = Minimum focal point = Maximum (major) vertex = Minimum (major) vertex = Maximum minor vertex = Minimum minor vertex = Focal diameter = Length of the major axis = Length of the minor axis = Eccentricity = Equation for the major axis is Equation for the minor axis is C For this problem, use the books definition of eccentricity (as opposed to the one provided in class): e = max (a, b) Also, recall that the ellipse has two major vertices, AND two minor vertices (the latter where not