The vertex of the quadratic function is the highest point on the graph. From the graph, the vertex is at (0, -3).
The parabola opens downwards, as indicated by the shape of the graph.
Since the parabola opens downwards and the vertex is at (0, -3), the range of the function includes all y-values less than or equal to -3.
The range of the quadratic function is \(\{ y \mid y \leq -3 \}\).
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