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Name Chapter 9 Lesson 2 Axis of Symmetry and Vertex Notes Axis of Symmetry, Vertex and Roots From a Graph A. Axis of Symmetry The axis of symmetry is the equation of the line which divides the parabola
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01
Start by drawing a horizontal line that represents the 9-2 axis of symmetry. This line should be equidistant from the two endpoints of the given figure.
02
Next, identify the points or objects that are symmetrically located on either side of the 9-2 axis. These points should have the same distance from the axis and be mirror images of each other.
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Connect the dots or labels you marked on the 9-2 axis with smooth and continuous lines. These lines should pass through the corresponding symmetric points on either side of the axis.
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Ensure that the lines you draw are mirror images of each other. They should reflect the symmetry of the object, shape, or figure you are working with.
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Artists and illustrators: Artists often use symmetry as a design principle in their work. The 9-2 axis of symmetry can serve as a useful tool for creating symmetrical compositions and patterns in art and illustrations. It helps artists achieve visual balance and harmony in their creations.
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