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Find the Vertex, Focus, and Directrix of the Parabola

Question 28

Multiple Choice

Find the vertex, focus, and directrix of the parabola. Graph the equation.
-Find the vertex, focus, and directrix of the parabola. Graph the equation. - A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2


A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 Find the vertex, focus, and directrix of the parabola. Graph the equation. - A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2
B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 Find the vertex, focus, and directrix of the parabola. Graph the equation. - A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2
C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 Find the vertex, focus, and directrix of the parabola. Graph the equation. - A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2
D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2 Find the vertex, focus, and directrix of the parabola. Graph the equation. - A) vertex: (1, -1) focus: (1, 0) directrix: y = -2 B) vertex: (-1, 1) focus: (-1, 2) directrix: y = 0 C) vertex: (1, -1) focus: (2, -1) directrix: x = 0 D) vertex: (-1, 1) focus: (0, 1) directrix: x = -2

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