Determine the quadratic function whose graph is given I would
really appreciate some help/hints for the following problem I am
stuck on. Determine the quadratic function whose graph is given:
The function has given points at (-1,5), (3,5), and y-intercept
at (0,-1) I know that the axis of symmetry (h) is at 1 because
it is the mid-point between -1 and 3. If I plug that into the
function a(x-h)^2 + k, I still have two unknowns, a and k Can
someone please explain to me how to solve this. Thank you very
much in advance. Re: Determine the quadratic function whose
graph is given and use the given points to state: The second
equation tells you , and this along with the first and third
equations will give you two equations and two unknowns.