Practice Adding and Subtracting Multiple Integers (3_4)
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① This interactive GeoGebra example provides practice in adding and subtracting multiple integers, generating random problems and giving immediate feedback on correct and incorrect answers. ② The core mathematical concepts are integer arithmetic, including operations with positive and negative numbers, order of operations, and sign handling. ③ Construction highlights: it uses RandomElement to generate random integers, If and RemoveUndefined for conditional logic, Join and Sort to manage lists, Polygon and Segment for the visual interface, Textfield for answer input, and buttons/counters (p1botón1, p1contador) to control the exercise flow. Lists such as listamas and listamenos separate positive and negative numbers. ④ Suitable for upper elementary and middle school students to reinforce integer operations, and useful for interactive classroom activities or self-paced practice.
GeoGebra Commands & Parameters
Corner(2) → BCorner(1) → ARandomElement({-9, -8, -7, -6, -5, -4, -3, -2, -1, 1, 2, 3, 4, 5, 6, 7, 8, 9}) → e3RandomElement({-9, -8, -7, -6, -5, -4, -3, -2, -1, 1, 2, 3, 4, 5, 6, 7, 8, 9}) → e2RandomElement({-9, -8, -7, -6, -5, -4, -3, -2, -1, 1, 2, 3, 4, 5, 6, 7, 8, 9}) → e1RandomElement({-9, -8, -7, -6, -5, -4, -3, -2, -1, 1, 2, 3, 4, 5, 6, 7, 8, 9}) → e5RandomElement({-9, -8, -7, -6, -5, -4, -3, -2, -1, 1, 2, 3, 4, 5, 6, 7, 8, 9}) → e4If(e5 < 0, "-", "+") → se5If(e4 < 0, "-", "+") → se4If(e3 < 0, "-", "+") → se3If(e2 < 0, "-", "+") → se2If(e1 < 0, "-", "+") → se1RandomElement(signo) → s1If(s1 ≟ se1, abs(e1), (-abs(e1))) → ee1RandomElement(signo) → s2If(s2 ≟ se2, abs(e2), (-abs(e2))) → ee2RandomElement(signo) → s3If(s3 ≟ se3, abs(e3), (-abs(e3))) → ee3RandomElement(signo) → s4If(s4 ≟ se4, abs(e4), (-abs(e4))) → ee4RandomElement(signo) → s5If(s5 ≟ se5, abs(e5), (-abs(e5))) → ee5RemoveUndefined(Flatten[Sequence[If[Element[p3listaenterosarreglados, i] ≥ 0, Append[listamas, Element[p3listaenterosarreglados, i]]], i, 1, 5]]) → p3listapositivosRemoveUndefined(Flatten[Sequence[If[Element[p3listaenterosarreglados, i] < 0, Append[listamenos, Element[p3listaenterosarreglados, i]]], i, 1, 5]]) → p3listanegativosJoin({p3listapositivos, p3listanegativos}) → p3listaenterosordenadosPolygon(A, B, C, D) → polígono2, f, h, i, jTextfield(tp2sa1) → p2CasillaDeEntrada3_1Textfield(tp2sa2) → p2CasillaDeEntrada3_2Textfield(tp2sa3) → p2CasillaDeEntrada3_3If(s1 ≟ se1, "+", "-") → sa1If(s2 ≟ se2, "+", "-") → sa2If(s3 ≟ se3, "+", "-") → sa3If(s4 ≟ se4, "+", "-") → sa4If(s5 ≟ se5, "+", "-") → sa5Sort(p2listasignosarreglados) → p2listasignosordenadosRemoveUndefined(Flatten[Sequence[If[Element[p2listaenterosarreglados, i] ≥ 0, Append[listamas, Element[p2listaenterosarreglados, i]]], i, 1, 3]]) → p2listapositivosRemoveUndefined(Flatten[Sequence[If[Element[p2listaenterosarreglados, i] < 0, Append[listamenos, Element[p2listaenterosarreglados, i]]], i, 1, 3]]) → p2listanegativosJoin({p2listapositivos, p2listanegativos}) → p2listaenterosordenadosTextfield(tp2so1) → p2CasillaDeEntrada4_1Textfield(tp2so2) → p2CasillaDeEntrada4_2Textfield(tp2so3) → p2CasillaDeEntrada4_3If(Element[p2listaenterosordenados, 1] < 0, "-", "+") → sp2so1If(Element[p2listaenterosordenados, 2] < 0, "-", "+") → sp2so2If(Element[p2listaenterosordenados, 3] < 0, "-", "+") → sp2so3If(Element[p3listaenterosordenados, 5] < 0, "-", "+") → sp3so5Textfield(p2positivos) → p2CasillaDeEntrada5_1Textfield(p2negativos) → p2CasillaDeEntrada5_2Textfield(p2final) → p2CasillaDeEntrada6_1Sort(p3listasignosarreglados) → p3listasignosordenadosIf(Element[p3listaenterosordenados, 4] < 0, "-", "+") → sp3so4If(Element[p3listaenterosordenados, 1] < 0, "-", "+") → sp3so1If(Element[p3listaenterosordenados, 3] < 0, "-", "+") → sp3so3If(Element[p3listaenterosordenados, 2] < 0, "-", "+") → sp3so2Textfield(tp3sa1) → p3CasillaDeEntrada3_1Textfield(tp3sa2) → p3CasillaDeEntrada3_2Textfield(tp3sa3) → p3CasillaDeEntrada3_3Textfield(tp3sa4) → p3CasillaDeEntrada3_4Textfield(tp3sa5) → p3CasillaDeEntrada3_5Textfield(tp3so1) → p3CasillaDeEntrada4_1Textfield(tp3so2) → p3CasillaDeEntrada4_2Textfield(tp3so3) → p3CasillaDeEntrada4_3Textfield(tp3so4) → p3CasillaDeEntrada4_4Textfield(tp3so5) → p3CasillaDeEntrada4_5Textfield(p3positivos) → p3CasillaDeEntrada5_1Textfield(p3negativos) → p3CasillaDeEntrada5_2Textfield(p3final) → p3CasillaDeEntrada6_1Line(P0, P_1) → gVector(PP0, PP1) → p1u1Vector(PP2, PP3) → p1u2Vector(PP4, PP5) → p1u3Segment(PP1, PP2) → p1s1Segment(PP3, PP4) → p1s2Segment(PP5, P_3) → p1s3Vector(PP22, PP33) → p2u2Segment(PP11, PP22) → p2s1Vector(PP00, PP11) → p2u1Vector(PP00, PP111) → p3u1Vector(PP222, PP333) → p3u2Segment(PP111, PP222) → p3s1
AI Drawing Prompt Reference
Create an interactive practice interface for adding and subtracting integers. Display a white background with a central rectangular area containing several randomly generated integers (ranging from -9 to 9, excluding zero), each preceded by a plus or minus sign. Below, provide multiple input fields for entering answers. Include a button and a counter for generating new problems and tracking attempts. Show positive numbers in blue and negative numbers in red, sorted in ascending order. Keep the layout clean and student-friendly.
The prompt above was compiled from the original drawing commands and is for reference only.