Interactive Linear Regression by Shayne A Stedman
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This example demonstrates the process of linear regression. By adjusting the position of data points, observe how the linear regression line changes. Key mathematical concepts include linear regression, residuals, and confidence intervals. GeoGebra commands used include Line, mean, Sum, OrthogonalLine, Intersect, Segment, and Residual. Suitable for high school mathematics education and learning.
GeoGebra Commands & Parameters
Line(A, B) → amean(A2:A16) → A18mean(B2:B16) → B18Sum(F2:F16) → F18Sum(G2:G16) → G18Line(D, C) → bOrthogonalLine(O11, xAxis) → cIntersect(b, c) → ESegment(E, O11) → dResidual(O1, b) → eResidual(O2, b) → fResidual(O10, b) → gResidual(O3, b) → hResidual(O12, b) → iResidual(O4, b) → jResidual(O13, b) → kResidual(O5, b) → lResidual(O14, b) → mResidual(O6, b) → nResidual(O8, b) → pResidual(O15, b) → qResidual(O9, b) → rResidual(O7, b) → sResidual(O10, a) → tResidual(O11, a) → a_1Residual(O1, a) → b_1Residual(O2, a) → c_1Residual(O12, a) → d_1Residual(O3, a) → e_1Residual(O13, a) → f_1Residual(O4, a) → g_1Residual(O14, a) → h_1Residual(O5, a) → i_1Residual(O6, a) → j_1Residual(O15, a) → k_1Residual(O7, a) → m_1Residual(O8, a) → n_1Residual(O9, a) → p_1Sum(I2:I16) → I18Sum(J2:J16) → J18