Find the inverse of c(t) = 2 - >, if it exists. Complete the equation in the space below (do not enter "c (t) = "). If there is no inverse, enter "none". The inverse function is c(t)-1Identify the parabola's vertex and the axis of symmetry. then state whether the vertex is a minimum or maximum. 4 2 p (m) = g (H4) 3 Enter the vertex as an ordered pair. including the comma Vertex: D. Complete the equation of the axis of symmetry. Axis of symmetry: $=D. The parabola's vertex is a maximum minimum