Experimental Probability Spinner by Traci Weinstein
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This example demonstrates experimental probability using a dynamic spinner. It involves core concepts like probability, addition, set theory, natural numbers, boxplots, and symmetry. Constructed with GeoGebra commands such as CountIf, Circle, Rotate, Vector, Line, OrthogonalLine, Intersect, CircleSector, Midpoint, IsInRegion, Sum, Element, and TableText. Suitable for middle school and above students learning probability statistics and geometric constructions.
GeoGebra Commands & Parameters
CountIf(x ≟ "orange", B2:B11) → E7CountIf(x ≟ "violet", B2:B11) → E6CountIf(x ≟ "green", B2:B11) → E5CountIf(x ≟ "yellow", B2:B11) → E4CountIf(x ≟ "red", B2:B11) → E3CountIf(x ≟ "blue", B2:B11) → E2Circle(A, B) → cRotate(S0, (-(a°)), A) → CVector(A, C) → uLine(B, A) → bOrthogonalLine(A, b) → eIntersect(c, e) → D, ECircleSector(A, E, B) → fIntersect(c, b) → F, GMidpoint(G, E) → HLine(A, H) → gIntersect(c, g) → I, JCircleSector(A, J, E) → hCircleSector(A, G, J) → kCircleSector(A, D, G) → pCircleSector(A, I, D) → qCircleSector(A, B, I) → rIsInRegion(C, f) → iIsInRegion(C, h) → jSum(Sequence[(IsInRegion[C, Element[liste2, k]] * k), k, 1, 6]) → mElement(liste1, m) → texte1TableText({{A1, B1}, {A2, B2}, {A3, B3}, {A4, B4}, {A5, B5}, {A6, B6}, {A7, B7}, {A8, B8}, {A9, B9}, {A10, B10}, {A11, B11}}, "|_") → text1TableText({{D1, E1, F1}, {D2, E2, F2}, {D3, E3, F3}, {D4, E4, F4}, {D5, E5, F5}, {D6, E6, F6}, {D7, E7, F7}}, "|_") → text2