周长与圆周长2
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本范例演示了如何通过几何作图计算周长和圆周长。核心数学概念包括周长和圆周长的计算方法。使用了Segment, Circle, Line, Intersect, CircleArc, Point, Polygon等GeoGebra命令。适合初中及以上学生学习几何作图和相关概念。
GeoGebra 命令及参数
Segment((x(F) - 2, y(F)), (x(F) + 2, y(F))) → aSegment((x(G) - 1, y(G)), (x(G) + 1, y(G))) → bCircle(F, 2) → pCircle(G, 1) → qSegment((x(F), y(F) + 2), (x(F), y(F) - 2)) → iSegment((x(G), y(G) + 1), (x(G), y(G) - 1)) → jCircle(H, 1) → rSegment((x(H) - 1, y(H)), (x(H) + 1, y(H))) → lSegment((x(H), y(H) + 1), (x(H), y(H) - 1)) → mSegment((1.508765339343849, -1.0073814239854815), (1.508765339343849, 0.9926185760145194)) → nCircle(X, 2) → cLine(X, xAxis) → sOrthogonalLine(X, s) → tIntersect(c, s, 2) → EIntersect(c, t, 2) → ICircleArc(X, E, I) → dPoint(d) → YSegment(X, Y) → n_2Semicircle((-2.4912346606561515, 1.0056283561167114), (1.508765339343849, 1.0056283561167114)) → eSemicircle((1.5087653393438476, -1.0203912040876726), (-0.4912346606561504, -1.0203912040876726)) → fSemicircle((-2.4912346606561497, 1.018638136218903), (-0.49123466065615085, 1.018638136218903)) → gSegment((-0.4912346606561513, -1.033400984189865), (-0.4912346606561513, 0.9665990158101362)) → n_1Circle(O, A) → hCircle(B, A) → c_1Sector(c_1, B, A) → d_1Sector(h, B, A) → e_1Polygon(B, C, D, J) → poly1, b_1, c_2, d_2, j_1Midpoint(D, J) → KCircle(K, D) → f_1Sector(f_1, J, D) → g_1