Hey i have this thing for alg 1 if any of you beautiful strangers could help Remember the function \large -16x^2+16x+32. Here is the scenario to go with that function: Mrs. Heinzmann is standing on the top of a hill. She throws a rock into the air and then it falls to the ground at the bottom of the hill.

Evaluate the Discriminant: D=

What does the discriminant tell us about the solutions of our function? [How many? Real, Imaginary, Rational or Irrational?]

Will this function have x-intercepts? If yes, what are they? How did you find them? Interpret the x-intercepts in the context of the problem

What are the coordinates of the vertex of the function? How did you find them? Interpret the coordinates of the vertex in the context of the problem.

Does this function have a y-intercept? What is it? How did you find it? Interpret the y-intercept in the context of the problem.

What is the domain of the function? What is the range?