Zukei Level 3 Geometry Construction
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Zukei Game
This example demonstrates geometric constructions and property analysis of polygons, involving core math concepts like algebra, distributions, integral calculus, congruence, and linear programming. It utilizes GeoGebra commands such as Sort, Element, If, Polygon, Length, Intersect, Point, Segment, and objects like isQuad, diagBisect, parallelogram, trapezoid, etc., for constructing and analyzing geometric figures. Suitable for high school and above learners to explore geometric constructions and optimization problems.
GeoGebra Commands & Parameters
Sort(triSides) → TriSidesSortElement(TriSidesSort, 1) → sideAElement(TriSidesSort, 2) → sideBElement(TriSidesSort, 3) → sideCElement(answerList, numQuestion) → questionIf(square, "Square", isoTrapezoid, "Isosceles Trapezoid", trapezoid, "Trapezoid", isQuad, "Quadrilateral", " ", rectangle, "Rectangle", rhombus, "Rhombus", parallelogram, "Parallelogram", kite, "Kite") → quadTextPolygon(A, F, F_6, A_6) → poly1, f, g, h, iLength(list6) → aIf(triRight, "Right", triAcute, "Acute", triObtuse, "Obtuse", " ") → triAngleTextIf(triEquilateral, "Equilateral", triIsosceles, "Isosceles", triScalene, "Scalene", " ") → triSideTextIf(isQuad, quadText, isTriangle, triText, "blank") → polyTextIf(correct, correctText, wrongText) → textCheckIntersect(h, i) → GIntersect(g, h) → HPolygon(G, H, I, J) → poly2, g_1, h_1, i_1, jPoint(j) → KPoint(h_1) → LSegment(K, L) → lIf(triIsosceles ∨ triEquilateral ∨ isoTrapezoid, "an", "a") → anText2If(question ≟ "Isosceles Right Triangle" ∨ question ≟ "Isosceles Triangle", "an", "a") → anText1If(triIsosceles, "Isosceles", "") → triIsoscelesTextIf(triRight ∧ triIsosceles, "Isosceles Right Triangle", triRight, "Right Triangle", triIsosceles, "Isosceles Triangle", triText) → triRightTextIf(isQuad, quadText, isTriangle, triRightText, "blank") → polyTextAlt