If g (a) = 11 10 ...then the graph of g () is a parabola that opens V and is the graph of f (x) = 12 ..and has a vertex at: downward upward to the right to the left (enter the vertex as an ordered pair)If g (z) 11 10 ... ...then the graph of g (x) is a parabola that opens v and is v the graph of f (x) = 12. ...and has a vertex at: more narrow than wider than the same width as (enter the vertex as an ordered pair)Identify the parabola's vertex and the axis of symmetry, then state whether the vertex is a minimum or maximum. p(x) = - 1(x-3)2+4 Enter the vertex as an ordered pair, including the comma. Vertex: Complete the equation of the axis of symmetry. Axis of symmetry: The parabola's vertex is a maximum minimumIdentify the vertex by writing the equation in the standard form of a quadratic function. '1"(23) = $2+4at+2 Enter the vertex as an ordered pair, including the comma. Vertex: D