Question

look at this graph:
graph of a parabola with vertex at (0, -6) maybe? wait, the users graph: lets recheck. the graph has y-axis, x-axis. the parabola opens upwards, vertex on y-axis. the grid: from -10 to 10 on x and y. the vertex is at (0, -6)? wait, the ocr text: the graphs vertex is at (0, -6)? wait, the users image: the y-axis has -5, 0, 5, 10. wait, the ocr text: the graph shows the vertex at (0, -6)? wait, no, the users image: the text says what are the coordinates of the vertex? and the graph has the vertex at (0, -6)? wait, maybe i misread. wait, the ocr text: the graph is a parabola opening upwards, vertex on y-axis. lets see the grid: x from -10 to 10, y from -10 to 10. the vertex is at (0, -6)? wait, no, maybe (0, -5)? wait, the users image: the y-axis has -5, 0, 5, 10. wait, the ocr text: the graphs vertex is at (0, -6)? no, maybe the original image has the vertex at (0, -6). wait, the users ocr text: look at this graph:
graph
what are the coordinates of the vertex?
( , ) so the ocr text is: look at this graph:
graph of a parabola with vertex at (0, -6) perhaps?
what are the coordinates of the vertex?
(□, □)

Explanation:

Step1: Identify vertex definition

The vertex of a parabola is its minimum (for upward-opening) or maximum (for downward-opening) point.

Step2: Locate vertex on graph

The parabola opens upward, and its lowest point lies on the y-axis at $x=0$, $y=-6$.

Answer:

$(0, -6)$