Algebra-1

To explain the range of the quadratic function in detail, let’s break it down step by step:

1.Graph Shape: The function is an upward-opening parabola. This means that the arms of the graph extend upwards as you move away from the vertex.

2.Vertex: The vertex is at the point (2, 0). For upward-opening parabolas, the vertex represents the minimum point of the function.

3.Behavior of the Function: Since the vertex is at (2, 0), the function reaches its minimum value of 0 at this point. As you move left or right from the vertex, the y-values increase indefinitely.

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