itten-in-vertex-form-what-is-the-vertex-and-the-equation-of-the-axis-of-symmetry

Question

For the function y=−12(x+3)2+2y=-\frac12\left(x+3\$$right)^2+2$$, what is the vertex and the equation of the axis of symmetry?

Accepted Answer

Vertex: (−3,2)\left(-3,2\right)Axis of symmetry: x=−3x=-3

Answer

Vertex: (3,2)\left(3,2\right)Axis of symmetry: x=3x=3

Answer

Vertex: (−3,−2)\left(-3,-2\right)Axis of symmetry: x=−3x=-3

Answer

Vertex: (2,−3)\left(2,-3\right)Axis of symmetry: y=2y=2

For the function y=−12(x+3)2+2y=-\(\frac\)12\(\left\)(x+3\(\right\))^2+2, what is the vertex and the equation of the axis of symmetry?