在数轴上定位分数：正确与错误的分数表示

GeoGebra 命令及参数

1. RandomUniform(0, 0.99, 100) → randoms, {0.061086568206005845, 0.7454876325247419, 0.6891123238792186, 0.6331181889875717, 0.38901468447584914, 0.13400198625938942, 0.3769489648579937, 0.028389065572982635, 0.08622535697127742, 0.04002463875199692, 0.9201496270771712, 0.2730260139084504, 0.5453853697614985, 0.7352940177629129, 0.12916443341662157, 0.3785039626905352, 0.8247912998058993, 0.5885929095548394, 0.5988536627661185, 0.32430687956224025, 0.6823058227695206, 0.07384602999976152, 0.7116739113594375, 0.3073440902235071, 0.5026704975362466, 0.05708098388800172, 0.6517274133497443, 0.021538247550143656, 0.4526774671731118, 0.537093600597846, 0.83094861980353, 0.0030853399141988246, 0.25218796469265, 0.18777382372563436, 0.32080159243296263, 0.8323458757928095, 0.15717887607490635, 0.5353511881403473, 0.06464936770865169, 0.535972773941017, 0.14387959560364574, 0.7113092041791569, 0.6074302707170095, 0.9327158346821245, 0.7306297588558477, 0.731395183768044, 0.38043914192641626, 0.4133636110390849, 0.6263443336856035, 0.30301828193967906, 0.6998603679356443, 0.459493207058163, 0.08141559095495575, 0.10738017525265267, 0.6482371199312394, 0.9570939805710265, 0.9785128890134884, 0.17892370630287502, 0.08828567824134882, 0.07971640514894343, 0.777059144996868, 0.8531124092333632, 0.43837564486275676, 0.6915676566742667, 0.486168703851972, 0.23416887675662684, 0.5085968672502243, 0.41393506765680904, 0.7565250378505771, 0.7172030837990305, 0.9356207030513097, 0.758465283342213, 0.3820572235657327, 0.644151438474548, 0.12353782048755761, 0.19816013820571587, 0.37734265953119145, 0.22012558250147435, 0.94651708222857, 0.06147261973687648, 0.8764192979814307, 0.31613495161906907, 0.31747964129733675, 0.2265947152996034, 0.9431340337165534, 0.8956997761793618, 0.08501897925321576, 0.6719258518975891, 0.7222847927484232, 0.6566117741646744, 0.18852321641114464, 0.5647938988263155, 0.7946321306881157, 0.6750268914639159, 0.6788670659040027, 0.7137731713661779, 0.07736216938602963, 0.5971906442044087, 0.5991411235384028, 0.5504021126161253}
2. Segment((-0.25, 0), (5.25, 0)) → numLine
3. Point(numLine) → PMoveStage1
4. PointToPixels1(Corner[1], Corner[3], Corner[5], PMoveStage1) → PixelPMove
5. Point(Sequence[(A, 0), A, 0, 5, 1 / denom]) → PMoveStage2
6. If(stage ≟ 1, x(PMoveStage1), x(PMoveStage2)) → xLocation
7. If(stage < 2, {x(PMoveStage1)}, {x(PMoveStage2)}) → inputCurrent
8. Corner(5) → layoutAppSize
9. PointToPixels(Corner[onboardingDisplayText, 2], Corner[1], Corner[3], Corner[5]) → layoutOnboarding
10. onboardingTextOffset(Corner[onboardingText, 1], Corner[onboardingText, 3], onboardingCase, Corner[1], Corner[3], Corner[5]) → OnboardingTextOffset
11. Sequence(Segment[(A, 0.1), (A, -0.1)], A, 0, 5, 1) → unitTicks
12. Sequence(Text[("" * A), (A, -0.1), true, true, 0, -1], A, 0, 5) → unitText
13. Sequence(Segment[(A, 0.05), (A, -0.05)], A, 0, 5, 1 / denom) → subdivisions
14. expandCircle(PMoveStage1, 7 + (7 * pulsing), Corner[1], Corner[3], Corner[5]) → pulsingObject
15. TableText({"\textbf{Total score:}", (((("\cellcolor{" * colorTealLight) * "}\textcolor{WHITE}{") * totalPoints) * "}"), If[countAttempts > 0, ((("for " * countAttempts) * " question") * If[countAttempts > 1, "s", ""]), ""]}, "c") → scoreCounter
16. Segment(SolnPoint - (0, 0.3), SolnPoint - (0, 0.1)) → solnArrow
17. Text(("" * fracLatex), SolnPoint - (0, 0.4), true, true, 0, -1) → solnText