Grid Multiplication
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This example dynamically demonstrates grid multiplication to visually illustrate the geometric meaning of multiplication. It involves core math concepts like multiplication, equations, frequency distribution, and statistical characteristics. Construction highlights the use of Polygon, Segment, PointIn, OrthogonalLine, Intersect, Distance, and Midpoint commands in GeoGebra. Suitable for middle school and above, helping learners understand the connection between multiplication and geometric shapes, enhancing spatial reasoning.
GeoGebra Commands & Parameters
Polygon(Ay, ABxy, Bx, A) → poly5, ay_1, abxy_1, bx_1, a_2Segment(Ay, ABxy) → cSegment(ABxy, Bx) → dSegment(Bx, A) → eSegment(Ay, A) → fPointIn(poly5) → BOrthogonalLine(B, xAxis) → gOrthogonalLine(B, yAxis) → hIntersect(g, c) → CIntersect(h, d) → FIntersect(h, f) → DIntersect(g, e) → ESegment(D, B) → iSegment(B, F) → jSegment(C, B) → kSegment(B, E) → lPolygon(Ay, C, B, D) → poly1, ay, c_1, b_1, d_1Polygon(C, ABxy, F, B) → poly2, c_2, abxy, f_1, b_2Polygon(B, F, Bx, E) → poly3, b_3, f_2, bx, e_1Polygon(D, B, E, A) → poly4, d_2, b_4, e_2, a_1Intersect(i, k) → GDistance(C, Ay) → dAyCMidpoint(Ay, C) → HMidpoint(C, B) → IMidpoint(C, ABxy) → JMidpoint(B, E) → KMidpoint(B, F) → LMidpoint(B, D) → MMidpoint(A, E) → NMidpoint(E, Bx) → OMidpoint(Bx, F) → PMidpoint(D, A) → QMidpoint(Ay, D) → RMidpoint(R, I) → SMidpoint(ABxy, F) → TMidpoint(I, T) → UMidpoint(K, P) → VMidpoint(Q, K) → WMidpoint(ABxy, Bx) → ZMidpoint(Ay, ABxy) → A_1Distance(ABxy, C) → dCABxyDistance(ABxy, Ay) → dABxyAyDistance(ABxy, F) → dABxyFDistance(F, Bx) → dFBxDistance(ABxy, Bx) → dABxyBxDistance(C, B) → dCBDistance(B, E) → dBEDistance(F, B) → dFBDistance(B, D) → dBD