diff --git a/module2/exo4/exercice.ipynb b/module2/exo4/exercice.ipynb index a707bdd924c6640877cec0255e74086de633d5ec..6a3875f44e74453bfab352702d24fe2b30aebe1f 100644 --- a/module2/exo4/exercice.ipynb +++ b/module2/exo4/exercice.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -28,7 +28,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -41,7 +41,8 @@ "['2023', '8', '4', '2', '0']\n", "['2023', '8', '5', '0', '0']\n", "['2023', '8', '6', '1', '0']\n", - "['2023', '8', '7', '2', '2']\n" + "['2023', '8', '7', '3', '2']\n", + "['2023', '8', '8', '2', '0']\n" ] } ], @@ -64,7 +65,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -76,7 +77,8 @@ " [2023 8 4 2 0]\n", " [2023 8 5 0 0]\n", " [2023 8 6 1 0]\n", - " [2023 8 7 2 2]]\n" + " [2023 8 7 3 2]\n", + " [2023 8 8 2 0]]\n" ] } ], @@ -109,12 +111,12 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -166,16 +168,16 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "1.6666666666666667" + "1.8571428571428572" ] }, - "execution_count": 55, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -184,6 +186,33 @@ "np.mean(Nemail)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Median" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "2.0" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.median(Nemail)" + ] + }, { "cell_type": "code", "execution_count": null,