Ordering Fractions by Neil
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This example demonstrates how to order fractions. It involves the core mathematical concepts of comparing and ordering fractions. Using GeoGebra commands such as If, Sequence, FractionBar, and LCM, a series of fractions are constructed and sorted by finding the least common multiple. Suitable for high-grade elementary or junior high school students to learn about fraction concepts.
GeoGebra Commands & Parameters
If(LCM[{If[p ≟ 1, f, 1], If[q ≟ 1, b, 1], k, If[n ≟ 1, i, 1], If[o ≟ 1, g, 1]}] < 200, LCM[{If[p ≟ 1, f, 1], If[q ≟ 1, b, 1], k, If[n ≟ 1, i, 1], If[o ≟ 1, g, 1]}]) → cSequence(Polygon[{A, A + ((6 * i), 0), A + ((6 * i), 1), A + (0, 1)}], i, 1 / b, 1, 1 / b) → list2Sequence(Polygon[{A, A + ((6 * i), 0), A + ((6 * i), 1), A + (0, 1)}], i, 1 / b, a / b, 1 / b) → list1Sequence(Polygon[{A, A + ((6 * i), 0), A + ((6 * i), 1), A + (0, 1)}], i, 1 / c, 1, 1 / c) → list3FractionBar(e, f, c, B) → list4, list5, list6, text3, text4FractionBar(h, g, c, C) → list7, list8, list9, text5, text6FractionBar(j, i, c, D) → list10, list11, list12, text7, text8FractionBar(l, k, c, E) → list13, list14, list15, text9, text10LCM({If[p ≟ 1, f, 1], If[q ≟ 1, b, 1], k, If[n ≟ 1, i, 1], If[o ≟ 1, g, 1]}) → r