Explore Functions and Rules with GeoGebra
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This example demonstrates a function rule guessing game through interactive graphics, visually showcasing function images and properties. It involves core math concepts like functions, quadratic equations, probability, orthocenter, integers, and optimization. Constructed using commands like Textfield, Random, Polygon, Translate, Element, Sequence, Zip, it's ideal for high school math teaching, exploring function properties, probability statistics, and geometric transformations.
GeoGebra Commands & Parameters
Textfield(inpt) → InputBox1Random(1, Length[list1]) → newRandom(0, 1) → fncPolygon(C, D, E, G) → poly1, c, d, e, g_1Translate(Polygon[C, C + (1, 0), C + (1, 0.5), C + (0, 1)], (1, 0)) → poly2Translate(Mirror[poly2, C + (2, 0)], Vector[C, D]) → poly3Element(inlist, 1) → A1Element(inlist, 2) → A2Element(inlist, 3) → A3Element(inlist, 4) → A4Element(inlist, 5) → A5Element(outlist, 1) → B1Element(outlist, 2) → B2Element(outlist, 3) → B3Element(outlist, 4) → B4Element(outlist, 5) → B5Element(inlist, 15) → A15Element(inlist, 14) → A14Element(inlist, 13) → A13Element(inlist, 12) → A12Element(inlist, 11) → A11Element(inlist, 10) → A10Element(inlist, 9) → A9Element(inlist, 7) → A7Element(outlist, 6) → B6Element(outlist, 7) → B7Element(outlist, 8) → B8Element(outlist, 9) → B9Element(outlist, 10) → B10Element(outlist, 11) → B11Element(outlist, 12) → B12Element(outlist, 13) → B13Element(outlist, 14) → B14Element(outlist, 15) → B15Element(inlist, 8) → A8Element(inlist, 6) → A6Random(1, Length[list2]) → ckn_0Sequence(F(i), i, -5, 5) → list3Textfield(rule) → InputBox2Sequence(rule(i), i, -5, 5) → list4Sequence(rule(Element[inlist, i]), i, 1, Length[inlist]) → list5Zip((0, A), A, inlist) → MDinZip((2, A), A, outlist) → MDoutZip(Vector[A, B], A, MDin, B, MDout) → MDArr