平行线上的角 by Blake Churton
几何画板及绘图内容加载中,请稍等……
这个范例演示了平行线上的角。核心数学概念包括平行线、同位角、内错角和同旁内角。通过使用GeoGebra命令如Point、Intersect、Angle和Line,可以构造这些角。适合初中和高中学生学习几何。
GeoGebra 命令及参数
Point(f) → ACircle(A, 2) → cIntersect(c, f, 2) → BRotate(B, (a * π / 180), A) → B'Rotate(f, (b * π / 180), A) → f'Intersect(c, f', 2) → FRotate(F, (a * π / 180), A) → F'Angle(F, A, F') → αLine(A, F') → gIntersect(c, g, 1) → CRay(A, F') → hRay(A, C) → iIntersect(c, f', 1) → DRay(A, F) → jRay(A, C) → kRay(A, D) → lPoint(l) → EPoint(h) → GPoint(k) → HPoint(j) → ILine(G, j) → mCircle(G, 1) → dIntersect(d, m) → J, KIntersect(d, h) → L, MRay(G, K) → nRay(G, J) → pPoint(n) → OPoint(p) → PIntersect(d, h, 2) → QRay(G, Q) → qSegment(A, G) → rPoint(q) → NCircle(G, 1.5) → c_1Circle(A, 1.5) → d_1Intersect(c_1, n, 1) → RIntersect(c_1, q, 1) → SIntersect(c_1, p, 1) → TIntersect(c_1, r, 1) → UIntersect(d_1, j, 1) → VIntersect(d_1, r, 1) → WIntersect(d_1, l) → Z,Intersect(d_1, k, 1) → A_1CircleSector(G, R, S) → e_1CircleSector(G, S, T) → f_1CircleSector(G, T, U) → g_1CircleSector(G, U, R) → h_1CircleSector(A, V, W) → k_1CircleSector(A, W, Z) → p_1CircleSector(A, Z, A_1) → q_1CircleSector(A, A_1, V) → r_1Angle(n, q) → βAngle(j, r) → γAngle(q, p) → δAngle(r, l) → εAngle(A, G, O) → ζAngle(P, G, A) → ηAngle(H, A, I) → θAngle(E, A, H) → ι