From 8fdcf44e18ea0197776f32ac392d4976c2ebf015 Mon Sep 17 00:00:00 2001 From: d5de4b260df415844a079e02f2c25d16 Date: Mon, 21 Sep 2026 09:55:07 +0000 Subject: [PATCH] no commit message --- module2/exo2/exercice.ipynb | 61 ++++++++++++++++++++++++++++++++++++- 1 file changed, 60 insertions(+), 1 deletion(-) diff --git a/module2/exo2/exercice.ipynb b/module2/exo2/exercice.ipynb index 13297d7..605463e 100644 --- a/module2/exo2/exercice.ipynb +++ b/module2/exo2/exercice.ipynb @@ -3,7 +3,9 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, + "metadata": { + "scrolled": true + }, "outputs": [ { "name": "stdout", @@ -38,6 +40,63 @@ "print(np.max(data))" ] }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "plt.plot(data)\n", + "\n", + "plt.xlabel(\"Numéro de l'observation\")\n", + "plt.ylabel(\"Valeur\")\n", + "plt.title(\"Sequence plot\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.hist(data, bins=10, edgecolor='black')\n", + "\n", + "plt.xlabel(\"Valeur\")\n", + "plt.ylabel(\"Fréquence\")\n", + "plt.title(\"Histogramme des données\")\n", + "\n", + "plt.show()" + ] + }, { "cell_type": "code", "execution_count": null, -- 2.18.1