Adjustable Histogram by C S
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This example demonstrates how to use GeoGebra's built-in Histogram tool to create an adjustable histogram. It involves core math concepts like Probability & Statistics, Percentages, Functions, Definite Integral, Conic Sections, and Boxplot. The construction uses commands and objects such as Point, RandomNormal, Ray, Sort, Histogram, and BoxPlot, making it suitable for high school students and educators.
GeoGebra Commands & Parameters
Point(xAxis) → P_1Point(xAxis) → P_4Point(xAxis) → P_2Point(xAxis) → P_5Point(xAxis) → P_3RandomNormal(10, 2) → A1RandomNormal(10, 2) → A2RandomNormal(10, 2) → A3RandomNormal(10, 2) → A4RandomNormal(10, 2) → A5RandomNormal(10, 2) → A6RandomNormal(10, 2) → A7RandomNormal(10, 2) → A8RandomNormal(10, 2) → A9RandomNormal(10, 2) → A10RandomNormal(10, 2) → A11RandomNormal(10, 2) → A12RandomNormal(10, 2) → A13RandomNormal(10, 2) → A14RandomNormal(10, 2) → A15RandomNormal(10, 2) → A16RandomNormal(10, 2) → A17RandomNormal(10, 2) → A18RandomNormal(10, 2) → A19RandomNormal(10, 2) → A20RandomNormal(10, 2) → A21RandomNormal(10, 2) → A22RandomNormal(10, 2) → A23RandomNormal(10, 2) → A24RandomNormal(10, 2) → A25RandomNormal(10, 2) → A26RandomNormal(10, 2) → A27RandomNormal(10, 2) → A28RandomNormal(10, 2) → A29RandomNormal(10, 2) → A30RandomNormal(10, 2) → A31RandomNormal(10, 2) → A32RandomNormal(10, 2) → A33RandomNormal(10, 2) → A34RandomNormal(10, 2) → A35RandomNormal(10, 2) → A36RandomNormal(10, 2) → A37RandomNormal(10, 2) → A38RandomNormal(10, 2) → A39RandomNormal(10, 2) → A40RandomNormal(10, 2) → A41RandomNormal(10, 2) → A42RandomNormal(10, 2) → A43RandomNormal(10, 2) → A45RandomNormal(10, 2) → A46RandomNormal(10, 2) → A47RandomNormal(10, 2) → A48RandomNormal(10, 2) → A49RandomNormal(10, 2) → A50RandomNormal(10, 2) → A44Ray(Left, Left_1) → leftrayRay(Right, Right_1) → rightrayPoint(leftray) → P_0Point(rightray) → P_6Sort(Sequence[x(Element[Points, i + 1]), i, 0, 6]) → BoundariesHistogram(Boundaries, A1:A50) → histogramBoxPlot(14, 0.5, A1:A50) → boxplot