From the following graphs determine the equation that formed them: (a)Vertex (3, 2) Focus (3, 3) (b) Center (-4, -2), P (4, -2) (c) Center (3, -3), P (3, 1)
HINT:
(a) General form of parabola (y - k) = 4c(x - h)2, where c = distance from vertex to focus (b) Find the major and minor axes. What general form does the orientation of the ellipse lead you to? (c) Slopes of asymptotes =1/2. What general form does the orientation of the hyperbola lead you to?
