二次不等式作图
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这个范例演示了如何通过GeoGebra作图来理解二次不等式。核心数学概念包括二次函数和不等式。使用了Random, RandomElement, If, FractionText, Vector, Segment等命令。适合初中生和高中生学习二次函数图像和性质。
GeoGebra 命令及参数
Random(1, 4) → jRandom(1, 4) → iRandomElement(L_4) → dRandomElement(L_3) → cRandomElement(L_2) → bIf(f > 0, "+" + f, "" + f) → text3RandomElement(L_1) → aIf(e ≟ 1, "+x", If[e ≟ -1, "-x", If[e > 1, "+" + e + "x", e + "x"]]) → text2If(ac ≟ 1, "x^2", ac + "x^2") → text1If(g > h, g, h) → mIf(g > h, h, g) → nFractionText(n) → text9FractionText(m) → text10If(j ≟ 1, j1, If[j ≟ 2, j2, If[j ≟ 3, j3, j4]]) → jotIf(j ≟ 1, t1, If[j ≟ 2, t2, If[j ≟ 3, t3, t4]]) → toIf(j ≟ 1, t2, If[j ≟ 2, t3, If[j ≟ 3, t4, t1]]) → to1If(j ≟ 1, t3, If[j ≟ 2, t4, If[j ≟ 3, t1, t2]]) → to2If(j ≟ 1, t4, If[j ≟ 2, t1, If[j ≟ 3, t2, t3]]) → to3If(i ≟ 1, "A", If[i ≟ 2, "B", If[i ≟ 3, "C", "D"]]) → text26If(l ≟ 1, "A", If[l ≟ 2, "B", If[l ≟ 3, "C", "D"]]) → text27If(l ≟ i, "ข้อ\;" + text27 + "\;ถูกต้อง", "ข้อ\;" + text27 + "\;ผิด") → text28If(a ≟ 1, "(x", "(" + a + "x") → t11If(b > 0, "+" + b + ")", b + ")") → t12If(c ≟ 1, "(x", "(" + c + "x") → t21If(d > 0, "+" + d + ")", d + ")") → t22If(j ≟ 1, "< 0", If[j ≟ 2, "≤0", If[j ≟ 3, ">0", "≥0"]]) → sigVector(A, B) → uVector(C, D) → vSegment(A, C) → t