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8c82b2701c130ec4af8160ecac35027a
mooc-rr
Commits
cd1a05db
Commit
cd1a05db
authored
Jun 04, 2025
by
8c82b2701c130ec4af8160ecac35027a
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b5ea7c64
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exercice.ipynb
module2/exo3/exercice.ipynb
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module2/exo3/exercice.ipynb
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cd1a05db
{
"cells": [],
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# faire des affichages"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"mes_nombres = [14.0, 7.6, 11.2, 12.8, 12.5, 9.9, 14.9, 9.4,\\\n",
" 16.9, 10.2, 14.9, 18.1, 7.3, 9.8, 10.9,12.2,\\\n",
" 9.9, 2.9, 2.8, 15.4, 15.7, 9.7, 13.1, 13.2,\\\n",
" 12.3, 11.7, 16.0, 12.4, 17.9, 12.2, 16.2, 18.7,\\\n",
" 8.9, 11.9, 12.1, 14.6, 12.1, 4.7, 3.9, 16.9, 16.8,\\\n",
" 11.3, 14.4, 15.7, 14.0, 13.6, 18.0, 13.6, 19.9, 13.7,\\\n",
" 17.0, 20.5, 9.9, 12.5, 13.2, 16.1, 13.5, 6.3, 6.4, 17.6,\\\n",
" 19.1, 12.8, 15.5, 16.3, 15.2, 14.6, 19.1, 14.4, 21.4, 15.1,\\\n",
" 19.6, 21.7, 11.3, 15.0, 14.3, 16.8, 14.0, 6.8, 8.2, 19.9, 20.4,\\\n",
" 14.6, 16.4, 18.7, 16.8, 15.8, 20.4, 15.8, 22.4, 16.2, 20.3, 23.4,\\\n",
" 12.1, 15.5, 15.4, 18.4, 15.7, 10.2, 8.9, 21.0]\n",
"mes_nombres = np.array(mes_nombres)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"plt.plot(mes_nombres)\n",
"plt.grid(True, which='both', linestyle='--', linewidth=0.5)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"plt.hist(mes_nombres)\n",
"plt.grid(True, which='both', linestyle='--', linewidth=0.5)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
...
...
@@ -16,10 +109,9 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.
3
"
"version": "3.6.
4
"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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