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31c9c487dd4221d8a6d9e1f2d3025b15
mooc-rr
Commits
d3b8ea99
Commit
d3b8ea99
authored
Mar 31, 2023
by
31c9c487dd4221d8a6d9e1f2d3025b15
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exercice.ipynb
module2/exo2/exercice.ipynb
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module2/exo2/exercice.ipynb
View file @
d3b8ea99
...
@@ -41,6 +41,72 @@
...
@@ -41,6 +41,72 @@
"print(\"La valeur maximale est:\", max_val)\n"
"print(\"La valeur maximale est:\", max_val)\n"
]
]
},
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"scrolled": true
},
"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": [
"# Les données\n",
"data = [14.0, 7.6, 11.2, 12.8, 12.5, 9.9, 14.9, 9.4, 16.9, 10.2, 14.9, 18.1, 7.3, 9.8, 10.9, 12.2, 9.9, 2.9, 2.8, 15.4, 15.7, 9.7, 13.1, 13.2, 12.3, 11.7, 16.0, 12.4, 17.9, 12.2, 16.2, 18.7, 8.9, 11.9, 12.1, 14.6, 12.1, 4.7, 3.9, 16.9, 16.8, 11.3, 14.4, 15.7, 14.0, 13.6, 18.0, 13.6, 19.9, 13.7, 17.0, 20.5, 9.9, 12.5, 13.2, 16.1, 13.5, 6.3, 6.4, 17.6, 19.1, 12.8, 15.5, 16.3, 15.2, 14.6, 19.1, 14.4, 21.4, 15.1, 19.6, 21.7, 11.3, 15.0, 14.3, 16.8, 14.0, 6.8, 8.2, 19.9, 20.4, 14.6, 16.4, 18.7, 16.8, 15.8, 20.4, 15.8, 22.4, 16.2, 20.3, 23.4, 12.1, 15.5, 15.4, 18.4, 15.7, 10.2, 8.9, 21.0]\n",
"\n",
"# Tracer le diagramme de séquence\n",
"plt.plot(data, '-o')\n",
"\n",
"# Ajouter un titre et des étiquettes d'axes\n",
"plt.title('Diagramme de séquence')\n",
"plt.xlabel('Observation')\n",
"plt.ylabel('Valeur')\n",
"\n",
"# Afficher le diagramme\n",
"plt.show()\n"
]
},
{
"cell_type": "code",
"execution_count": 13,
"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": [
"data = [14.0, 7.6, 11.2, 12.8, 12.5, 9.9, 14.9, 9.4, 16.9, 10.2, 14.9, 18.1, 7.3, 9.8, 10.9, 12.2, 9.9, 2.9, 2.8, 15.4, 15.7, 9.7, 13.1, 13.2, 12.3, 11.7, 16.0, 12.4, 17.9, 12.2, 16.2, 18.7, 8.9, 11.9, 12.1, 14.6, 12.1, 4.7, 3.9, 16.9, 16.8, 11.3, 14.4, 15.7, 14.0, 13.6, 18.0, 13.6, 19.9, 13.7, 17.0, 20.5, 9.9, 12.5, 13.2, 16.1, 13.5, 6.3, 6.4, 17.6, 19.1, 12.8, 15.5, 16.3, 15.2, 14.6, 19.1, 14.4, 21.4, 15.1, 19.6, 21.7, 11.3, 15.0, 14.3, 16.8, 14.0, 6.8, 8.2, 19.9, 20.4, 14.6, 16.4, 18.7, 16.8, 15.8, 20.4, 15.8, 22.4, 16.2, 20.3, 23.4, 12.1, 15.5, 15.4, 18.4, 15.7, 10.2, 8.9, 21.0]\n",
"\n",
"num_bins = 10 # Nombre de bacs pour l'histogramme\n",
"\n",
"plt.hist(data, bins=num_bins, edgecolor='black')\n",
"plt.xlabel('Valeurs')\n",
"plt.ylabel('Fréquence')\n",
"plt.title('Histogramme des données')\n",
"plt.show()"
]
},
{
{
"cell_type": "code",
"cell_type": "code",
"execution_count": null,
"execution_count": null,
...
...
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