Improper Fractions Visualization by Jose Vicente Samacá Ramirez
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This example visualizes improper fractions. Key mathematical concepts include fractions and division. Using GeoGebra commands like If, Sequence, Div, Mod, etc., the numerator and denominator of the fraction are constructed and displayed graphically. Suitable for high-grade elementary and junior high school students to learn about fractions.
GeoGebra Commands & Parameters
If(a > 12, 14 / (a + 2), 1) → rSequence(A + (((1.2 * r) * (i - (k * Mod[i - 1, b]) - ((k * (b - 1)) * Div[i - 1, b]))), 0), i, 1, a) → p1Sequence(Rotate[Translate[Element[p1, i], Vector[(0, r / 2)]], 3.141592653589793 / b + (((2 * 3.141592653589793) * k) * Mod[i - 1, b] / b), Element[p1, i]], i, 1, a) → p2Sequence(Rotate[Translate[Element[p1, i], Vector[(0, r / 2)]], ((-3.141592653589793)) / b + (((2 * 3.141592653589793) * k) * Mod[i - 1, b] / b), Element[p1, i]], i, 1, a) → p3Sequence(CircleSector[Element[p1, i], Element[p3, i], Element[p2, i]], i, 1, a) → secsDiv(a, b) → cMod(a, b) → a1lt("=") → e1bIf(si, TableText[{{e1a, e1b, e1c}, {e2a, e1b, e2c}}, "rcl"], TableText[{{e1a, e2a}}]) → text3Sequence(Text[If[Mod[i, b] ≟ 0, rt["" + (i)], bt["" + (i)]], ((-0.09), (-0.2)) + Element[p1, i], true, true], i, 1, a) → numbersLaTeX(lm[frc["\blue{" + a + "}", "\red{" + b + "}"]]) → text1