V. Summary/Synthesis/Generalization:
The Axis of Symmetry of the Graphs of Quadratic Functions is the curve symmetrical (mirror image) to the axis that passes through x=h. Based from what you have learned, what does the value of "h" shows us?
The Axis of Symmetry of the Graphs of Quadratic Functions is the curve symmetrical (mirror image) to the axis that passes through x=h. Based from what you have learned, what does the value of "h" shows us?
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Answer:
The axis of symmetry is the vertical line that goes through the vertex of a parabola so the left and right sides of the parabola are symmetric. To simplify, this line splits the graph of a quadratic equation into two mirror images.