To find the vertex of a parabola from its vertex form equation y = a(x-h)² + k, identify the values of h and k by taking the opposite of the number inside the parentheses for h and using the constant term outside as k; for example, in y = (x+3)² - 4, the vertex is (-3, -4), in y = (x-6)² + 7, the vertex is (6, 7), and in y = x² + 9, the vertex is (0, 9).
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How to find the vertex of a parabola from the vertex formHinzugefügt:
This is how you find the vertex of a parabola when we are given the vertex form. So for the first one, we see that we have plus three here. But we really have to do the opposite of that because the formula right here is a h. So we have -3 here. But on the outside it is just what it is. You have -4. So the vertex is at -3,4.
Now for the second one, we have -6 here.
But do the opposite. So you have positive six and on the outside the k value is seven. So the vertex is six comma 7. Lastly it's just x squar. So what's h technically zero. And then this right here is the k. So 0 comma9. That's it.
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