Normal Distribution Demo by Valgarð Már Jakobsson
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This example demonstrates the generation of random normal distribution data and its histogram visualization. Key math concepts include normal distribution, probability & statistics, and data visualization. Construction highlights involve using RandomNormal for data generation, Normal for plotting the distribution curve, Sequence for creating data sequences, Histogram for data visualization, Mean for calculating the mean, Segment for interval drawing, and Min/Max for finding extrema. Suitable for high school students and beginners in statistics to learn about normal distribution properties and data visualization techniques.
GeoGebra Commands & Parameters
RandomNormal(176, 9) → A1RandomNormal(176, 9) → A2RandomNormal(176, 9) → A3RandomNormal(176, 9) → A4RandomNormal(176, 9) → A5RandomNormal(176, 9) → A6RandomNormal(176, 9) → A7RandomNormal(176, 9) → A8RandomNormal(176, 9) → A9RandomNormal(176, 9) → A10RandomNormal(176, 9) → A11RandomNormal(176, 9) → A12RandomNormal(176, 9) → A13RandomNormal(176, 9) → A14RandomNormal(176, 9) → A15RandomNormal(176, 9) → A16RandomNormal(176, 9) → A17RandomNormal(176, 9) → A18RandomNormal(176, 9) → A19RandomNormal(176, 9) → A20RandomNormal(176, 9) → A21RandomNormal(176, 9) → A22RandomNormal(176, 9) → A23RandomNormal(176, 9) → A24RandomNormal(176, 9) → A25RandomNormal(176, 9) → A26RandomNormal(176, 9) → A27RandomNormal(176, 9) → A28RandomNormal(176, 9) → A29RandomNormal(176, 9) → A30RandomNormal(176, 9) → A31RandomNormal(176, 9) → A32RandomNormal(176, 9) → A33RandomNormal(176, 9) → A34RandomNormal(176, 9) → A35RandomNormal(176, 9) → A36RandomNormal(176, 9) → A37RandomNormal(176, 9) → A38RandomNormal(176, 9) → A39RandomNormal(176, 9) → A40RandomNormal(176, 9) → A41RandomNormal(176, 9) → A42RandomNormal(176, 9) → A43RandomNormal(176, 9) → A44RandomNormal(176, 9) → A45RandomNormal(176, 9) → A46RandomNormal(176, 9) → A47RandomNormal(176, 9) → A48RandomNormal(176, 9) → A49RandomNormal(176, 9) → A50RandomNormal(176, 9) → A51RandomNormal(176, 9) → A52RandomNormal(176, 9) → A53RandomNormal(176, 9) → A54RandomNormal(176, 9) → A55RandomNormal(176, 9) → A56RandomNormal(176, 9) → A57RandomNormal(176, 9) → A58RandomNormal(176, 9) → A59RandomNormal(176, 9) → A60RandomNormal(176, 9) → A61RandomNormal(176, 9) → A62RandomNormal(176, 9) → A63RandomNormal(176, 9) → A64RandomNormal(176, 9) → A65RandomNormal(176, 9) → A66RandomNormal(176, 9) → A67RandomNormal(176, 9) → A68RandomNormal(176, 9) → A69RandomNormal(176, 9) → A70RandomNormal(176, 9) → A71RandomNormal(176, 9) → A72RandomNormal(176, 9) → A73RandomNormal(176, 9) → A74RandomNormal(176, 9) → A75RandomNormal(176, 9) → A76RandomNormal(176, 9) → A77RandomNormal(176, 9) → A78RandomNormal(176, 9) → A79RandomNormal(176, 9) → A80RandomNormal(176, 9) → A81RandomNormal(176, 9) → A82RandomNormal(176, 9) → A83RandomNormal(176, 9) → A84RandomNormal(176, 9) → A85RandomNormal(176, 9) → A86RandomNormal(176, 9) → A87RandomNormal(176, 9) → A88RandomNormal(176, 9) → A89RandomNormal(176, 9) → A90RandomNormal(176, 9) → A91RandomNormal(176, 9) → A92RandomNormal(176, 9) → A93RandomNormal(176, 9) → A94RandomNormal(176, 9) → A95RandomNormal(176, 9) → A96RandomNormal(176, 9) → A97RandomNormal(176, 9) → A98RandomNormal(176, 9) → A99RandomNormal(176, 9) → A100Normal(176, 9, x) → fSequence(140 + i, i, 0, 75, 5) → CHHistogram(CH, H, true, 0.01) → cMean(H) → MSegment((M, 0), (M, f(M))) → gNormal(176, 9 / sqrt(Length[H]), x) → pSegment((M, 0), (M, p(M))) → hRandomNormal(176, 9 / sqrt(Length[H])) → B1RandomNormal(176, 9 / sqrt(Length[H])) → B2RandomNormal(176, 9 / sqrt(Length[H])) → B3RandomNormal(176, 9 / sqrt(Length[H])) → B4RandomNormal(176, 9 / sqrt(Length[H])) → B5RandomNormal(176, 9 / sqrt(Length[H])) → B6RandomNormal(176, 9 / sqrt(Length[H])) → B7RandomNormal(176, 9 / sqrt(Length[H])) → B8RandomNormal(176, 9 / sqrt(Length[H])) → B9RandomNormal(176, 9 / sqrt(Length[H])) → B10RandomNormal(176, 9 / sqrt(Length[H])) → B11RandomNormal(176, 9 / sqrt(Length[H])) → B12RandomNormal(176, 9 / sqrt(Length[H])) → B13RandomNormal(176, 9 / sqrt(Length[H])) → B14RandomNormal(176, 9 / sqrt(Length[H])) → B15RandomNormal(176, 9 / sqrt(Length[H])) → B16RandomNormal(176, 9 / sqrt(Length[H])) → B17RandomNormal(176, 9 / sqrt(Length[H])) → B18RandomNormal(176, 9 / sqrt(Length[H])) → B19RandomNormal(176, 9 / sqrt(Length[H])) → B20RandomNormal(176, 9 / sqrt(Length[H])) → B21RandomNormal(176, 9 / sqrt(Length[H])) → B22RandomNormal(176, 9 / sqrt(Length[H])) → B23RandomNormal(176, 9 / sqrt(Length[H])) → B24RandomNormal(176, 9 / sqrt(Length[H])) → B25RandomNormal(176, 9 / sqrt(Length[H])) → B26RandomNormal(176, 9 / sqrt(Length[H])) → B27RandomNormal(176, 9 / sqrt(Length[H])) → B28RandomNormal(176, 9 / sqrt(Length[H])) → B29RandomNormal(176, 9 / sqrt(Length[H])) → B30RandomNormal(176, 9 / sqrt(Length[H])) → B31RandomNormal(176, 9 / sqrt(Length[H])) → B32RandomNormal(176, 9 / sqrt(Length[H])) → B33RandomNormal(176, 9 / sqrt(Length[H])) → B34RandomNormal(176, 9 / sqrt(Length[H])) → B35RandomNormal(176, 9 / sqrt(Length[H])) → B36RandomNormal(176, 9 / sqrt(Length[H])) → B37RandomNormal(176, 9 / sqrt(Length[H])) → B38RandomNormal(176, 9 / sqrt(Length[H])) → B39RandomNormal(176, 9 / sqrt(Length[H])) → B40RandomNormal(176, 9 / sqrt(Length[H])) → B41RandomNormal(176, 9 / sqrt(Length[H])) → B42RandomNormal(176, 9 / sqrt(Length[H])) → B43RandomNormal(176, 9 / sqrt(Length[H])) → B44RandomNormal(176, 9 / sqrt(Length[H])) → B45RandomNormal(176, 9 / sqrt(Length[H])) → B46RandomNormal(176, 9 / sqrt(Length[H])) → B47RandomNormal(176, 9 / sqrt(Length[H])) → B48RandomNormal(176, 9 / sqrt(Length[H])) → B49RandomNormal(176, 9 / sqrt(Length[H])) → B50RandomNormal(176, 9 / sqrt(Length[H])) → B51RandomNormal(176, 9 / sqrt(Length[H])) → B52RandomNormal(176, 9 / sqrt(Length[H])) → B53RandomNormal(176, 9 / sqrt(Length[H])) → B54RandomNormal(176, 9 / sqrt(Length[H])) → B55RandomNormal(176, 9 / sqrt(Length[H])) → B56RandomNormal(176, 9 / sqrt(Length[H])) → B57RandomNormal(176, 9 / sqrt(Length[H])) → B58RandomNormal(176, 9 / sqrt(Length[H])) → B59RandomNormal(176, 9 / sqrt(Length[H])) → B60RandomNormal(176, 9 / sqrt(Length[H])) → B61RandomNormal(176, 9 / sqrt(Length[H])) → B62RandomNormal(176, 9 / sqrt(Length[H])) → B63RandomNormal(176, 9 / sqrt(Length[H])) → B64RandomNormal(176, 9 / sqrt(Length[H])) → B65RandomNormal(176, 9 / sqrt(Length[H])) → B66RandomNormal(176, 9 / sqrt(Length[H])) → B67RandomNormal(176, 9 / sqrt(Length[H])) → B68RandomNormal(176, 9 / sqrt(Length[H])) → B69RandomNormal(176, 9 / sqrt(Length[H])) → B70RandomNormal(176, 9 / sqrt(Length[H])) → B71RandomNormal(176, 9 / sqrt(Length[H])) → B72RandomNormal(176, 9 / sqrt(Length[H])) → B73RandomNormal(176, 9 / sqrt(Length[H])) → B74RandomNormal(176, 9 / sqrt(Length[H])) → B75RandomNormal(176, 9 / sqrt(Length[H])) → B76RandomNormal(176, 9 / sqrt(Length[H])) → B77RandomNormal(176, 9 / sqrt(Length[H])) → B78RandomNormal(176, 9 / sqrt(Length[H])) → B79RandomNormal(176, 9 / sqrt(Length[H])) → B80RandomNormal(176, 9 / sqrt(Length[H])) → B81RandomNormal(176, 9 / sqrt(Length[H])) → B82RandomNormal(176, 9 / sqrt(Length[H])) → B83RandomNormal(176, 9 / sqrt(Length[H])) → B84RandomNormal(176, 9 / sqrt(Length[H])) → B85RandomNormal(176, 9 / sqrt(Length[H])) → B86RandomNormal(176, 9 / sqrt(Length[H])) → B87RandomNormal(176, 9 / sqrt(Length[H])) → B88RandomNormal(176, 9 / sqrt(Length[H])) → B89RandomNormal(176, 9 / sqrt(Length[H])) → B90RandomNormal(176, 9 / sqrt(Length[H])) → B91RandomNormal(176, 9 / sqrt(Length[H])) → B92RandomNormal(176, 9 / sqrt(Length[H])) → B93RandomNormal(176, 9 / sqrt(Length[H])) → B94RandomNormal(176, 9 / sqrt(Length[H])) → B95RandomNormal(176, 9 / sqrt(Length[H])) → B96RandomNormal(176, 9 / sqrt(Length[H])) → B97RandomNormal(176, 9 / sqrt(Length[H])) → B98RandomNormal(176, 9 / sqrt(Length[H])) → B99RandomNormal(176, 9 / sqrt(Length[H])) → B100Min(MH) → dMax(MH) → eSequence(173 + i, i, 0, 6) → CMHHistogram(CMH, MH, true, 0.01) → i