#2: (x-4)2 + ()-1)2 9 25 Type of Conic: Orientation: Center: Vertices on Major Axis: Vertices on Minor Axis: Foci: Values for a, b, c: a= b = C= *Label center (c), vertices (v), and foci (f) on graph#3: (y + 2)2 = -16 (x + 5) Type of Conic: parabola Orientation: horizontal Vertex: ( - 5, 2 ) Focus: ( 9, 2) Axis of Symmetry: y = - 2 Directrix: Gy = =2 ) Label vertex (v), focus (f), axis of symmetry, and directrix on graph.#4: (x+2)2 (y-3)2 - = 1 16 25 Type of Conic: hyperbola Orientation: westical Vertices: ( 2 32 , ( -6, 3 ) Foci: (- 2+ 5 41, 3) (-2-541, 3) Values for a, b, c: a = 7 *Label vertices (v), foci (f), and draw in asymptotes on graph#5: 12(x')2 + 3(y')2 = 48 , rotated 30 from its position in the xy-plane 39x2+18/3 xy + 2ly 2 Type of Conic: ellipse Orientation: 30 20 / 3 Center: origin Values for a, b, c: a = 39 b= 18/3 c = 21 Label center (c) and vertices (v) on graph ( - 2, 2 53) ( 21 - 253) ( -2, 2 53 )