You know in general a quadratic function looks like:
with the vertex so in this case you know for sure the equation has to be:
You only have to determine which can be done by enter the given point where the parabola goes through.
The vertex coordinates they provide are (-2, 5), and the point that the parabola passes through is (0, 9). First, I mentally imagined the points on a plane to determine whether "a" was positive or negative; then I took the coordinates from the vertex point, which represent (h, k), and sent up my problem. It came out to be y = (x + 1)^2 - 5, but in the answer key the 5 (which is k) was positive. Why is this so?
You know in general a quadratic function looks like:
with the vertex so in this case you know for sure the equation has to be:
You only have to determine which can be done by enter the given point where the parabola goes through.