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Parabola and Paul Cezanne Painting Style

Parabola and Paul Cezanne Painting Style
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2018-05-01 19:24
FunctionCoordinate Geometry
In collections Modeling real life with parabola
This example demonstrates the geometric properties of a parabola combined with the painting style of Paul Cezanne. It involves core mathematical concepts such as parabolas, function graphs, and geometric transformations. The construction uses GeoGebra commands and objects: points A, B, pic1, variables a, b, c, function f, and text1. Suitable for high school mathematics education, exploring the connection between analytical geometry and artistic aesthetics.

GeoGebra Commands & Parameters

  1. Point A(-2.844, -2.02)
  2. Point B(3.056, -2.02)
  3. Numeric a(-1.8)
  4. Numeric b(-0.2)
  5. Numeric c(5)
  6. f(x) = (a * x^(2)) + (b * x) + c