from-the-equation-y-x-42-3-what-is-the-vertex-and-the-axis-of-symmetry

Question

Given the equation y=(x+4)2−3y = (x + $$4)^2 - 3$$, determine the vertex and the axis of symmetry of the parabola.

Accepted Answer

Vertex: (−4,−3)(-4, -3)Axis of symmetry: x=−4x = -4

Answer

Vertex: (4,−3)(4, -3)Axis of symmetry: x=4x = 4

Answer

Vertex: (−4,−3)(-4, -3)Axis of symmetry: y=−3y = -3

Answer

Vertex: (−3,−4)(-3, -4)Axis of symmetry: x=−3x = -3

Given the equation y=(x+4)2−3y = (x + 4)^2 - 3, determine the vertex and the axis of symmetry of the parabola.