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  • 列表描点连线绘制函数

    效果如下

    GeoGebra代码

    a={-2,-1,0,1,2}
    f(x)=x^(2)
    k = slider(Min(a)-1, max(a)+0.1, 0.01)
    P=(k,f(k))
    text2="\Huge✍"
    text3="y="+f
    n = slider(0,length(a),1)
    c=Take(a,1,n)
    text1=TableText(join({"x","..."},c,{"..."}),join({"y","..."},f(c),{"..."}),"c|_")
    l1=(c,f(c))
    l2=Zip(Polyline((s,0),(s,t),(0,t)),s,c,t,f(c))
    g(x)=If(Min(a)-0.1<x<k, f(x))
    SetVisibleInView(f,1,false)
    SetVisibleInView(P,1,false)
    SetConditionToShowObject(text2,Min(a)-0.1<k<max(a)+0.05)
    SetConditionToShowObject(text3,k==max(a)+0.1)
    setcolor(g,0,0,1)
    setcolor(text3,0,0,1)
    setcolor(l1,1,0,0)
    setcolor(l2,1,0,0)
    SetPointSize(l1,5)
    SetLineStyle(l2,2)
    SetLineThickness(l2,2)
    

    其它设置

    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