Standard Normal Curve

GeoGebra Commands & Parameters

1. Normal(μ, σ, x, false) → f
2. Sequence(RandomNormal[μ, σ], x, 1, n) → l1, {40.88328609802497, 53.69490898594891, 45.13571439672866, 41.8401491072585, 17.822790503288626, 39.288126446978005, 33.45283635913074, 45.97489666164053, 26.171615825697124, 28.18414305981161, 41.84953262793489, 16.17171880519042, 34.10037370311745, 39.61595845286573, 19.684825788598012, 10.423751471055855, 28.40098480694516, 48.733494943999915, 38.122876230840916, 16.654149454512094, 25.678753841282923, 54.052831197529414, 50.53180270292209, 48.31549149001336, 31.436236927761932, 20.346742995710258, 33.1680776708063, 45.915489562671404, 33.83220676364943, 61.11189210779224, 32.32093854044034, 13.235735262194122, 27.199994719258942, 33.80300990595734, 26.735224389125417, 22.35961346308597, 17.1184438693859, 53.96430577627234, 39.105799709208156, 19.10378224321174, 5.176172333986372, 45.12528484428944, 45.45896838131348, 39.465917928818286, 36.020103155079575, 42.834375997855844, 56.21197264106527, 38.25378555873844, 14.65873164473917, 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3. Histogram(Sequence[μ - (10 * σ), μ + (10 * σ), w], l1, true, 1 / n) → a
4. Point(xAxis) → A
5. Point(xAxis) → B
6. Integral(f, x(A), x(B)) → b
7. CountIf(x > x(A) ∧ x < x(B), l1) → g