Reading and Marking on the Number Line
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Ganze Zahlen & Arbeiten mit der Zahlengerade
This example demonstrates reading and marking on the number line, involving the core mathematical concepts of comparing and ordering integers. It uses GeoGebra commands such as Sequence, Element, Textfield, Segment, and SpeechBubbleLeft. Suitable for students in grades 5-6.
GeoGebra Commands & Parameters
Sequence(Random[1, 10], i, 1, 10) → randomNumbers, {4, 9, 5, 2, 2, 1, 2, 9, 9, 4}Element(randomNumbers, Mod[questionCount, Length[randomNumbers]] + 1) → randomNumberTextfield(input) → inputBoxSegment(Origin, Origin + ((disX * 10), 0) + (0.5, 0)) → segAxisPSegment(Origin, Origin + (((-disX) * 10), 0) + (-0.5, 0)) → segAxisNSequence(Origin + ((-10 * disX) + (k * disX), 0), k, 0, 20) → PointAxisListSequence(Segment[PointAxisList(k) + (0, (-segLength)), PointAxisList(k) + (0, segLength)], k, 1, 21) → segAxisSequence(Text[(("$\textsf{" * k) * "}$"), PointAxisList(k + 11) + (0, (-segLength)), false, true, 0, -1], k, 0, 10) → CapListAxisPSequence(Text[(("$\textsf{\(" * k) * "\)}$"), PointAxisList(k + 11) + (-0.17, (-segLength)), false, true, 0, -1], k, -10, -1) → CapListAxisNSpeechBubbleLeft(PosSB, sbwidth, sbheight) → poly1Invert({{x(Corner[3] - Corner[1]) / x(Corner[5]), 0}, {0, ((-y(Corner[3] - Corner[1]))) / y(Corner[5])}}) → PixMatSelectedIndex(dropdown21) → index21SelectedIndex(dropdown22) → index22Sequence(Text[(("$\textsf{" * k) * "}$"), PointAxisList(k + 11) + (0, (-segLength)), false, true, 0, -1], k, 0, 9, 3) → CapListAxisP3Sequence(Text[(("$\textsf{\(" * k) * "\)}$"), PointAxisList(k + 11) + (-0.17, (-segLength)), false, true, 0, -1], k, -9, -3, 3) → CapListAxisN3Sequence(Text[(("$\textsf{" * k) * "}$"), PointAxisList(k + 11) + (0, (-segLength)), false, true, 0, -1], k, 0, 10, 2) → CapListAxisP4Sequence(Text[(("$\textsf{\(" * k) * "\)}$"), PointAxisList(k + 11) + (-0.17, (-segLength)), false, true, 0, -1], k, -10, -2, 2) → CapListAxisN4Sequence(Segment[PointAxisList(k) + (0, (-segLength)), PointAxisList(k) + (0, segLength)], k, 3, 21, 4) → segAxis6Sequence(Text[(("$\textsf{" * k) * "}$"), PointAxisList(k + 11) + (0, (-segLength)), false, true, 0, -1], k, 0, 10, 4) → CapListAxisP6Sequence(Text[(("$\textsf{\(" * k) * "\)}$"), PointAxisList(k + 11) + (-0.17, (-segLength)), false, true, 0, -1], k, -8, -2, 4) → CapListAxisN6Textfield(input31) → InputBox31SelectedIndex(dropdown31) → index31SelectedIndex(dropdown32) → index32SelectedIndex(dropdown33) → index33SelectedIndex(dropdown41) → index41SelectedIndex(dropdown42) → index42SelectedIndex(dropdown43) → index43Textfield(input41) → InputBox41Point(Join[{{(14, 3.75)}, PointAxisList}]) → Point51SelectedIndex(dropdown51) → index51SelectedIndex(dropdown61) → index61SelectedIndex(dropdown52) → index52SelectedIndex(dropdown53) → index53SelectedIndex(dropdown62) → index62SelectedIndex(dropdown63) → index63Point(Join[{{(14, 3.75)}, PointAxisList}]) → Point61Sequence(Segment[PointAxisList(k) + (0, (-segLength)), PointAxisList(k) + (0, segLength)], k, 1, 21, 1) → segAxis4If(step ≟ 2, correctdd21 ∧ correctdd22, true, step ≟ 3, correctdd31 ∧ correctdd32 ∧ correctdd33 ∧ correct31, step ≟ 4, correctdd41 ∧ correctdd42 ∧ correctdd43 ∧ correct41, step ≟ 5, correctdd51 ∧ correctdd52 ∧ correctdd53 ∧ correctPos5 ∧ validate5, step ≟ 6, correctdd61 ∧ correctdd62 ∧ correctdd63 ∧ correctPos6 ∧ validate6) → clickableBtnNextPolyLine(PosSB, Corner[txt71, 1] + (0.25, 0.05), Corner[txt71, 2] + (0, 0.05), Corner[txt71, 3] + (0, 0.05), Corner[txt71, 4] + (0, 0.05), Corner[txt71, 1] + (0, 0.5), PosSB) → sb07
AI Drawing Prompt Reference
Draw a number line graph. The graph should include a positive and negative direction, represented by line segments. Points should be placed along the axis, each with a text label showing the number. Also include input boxes and buttons for interaction. The layout should be clear, with number labels corresponding to points and directions clearly indicated.
The prompt above was compiled from the original drawing commands and is for reference only.