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0c8e3a60d8942a3c6fd3b9c66aa29b82
mooc-rr
Commits
4deceb22
Commit
4deceb22
authored
Nov 09, 2023
by
0c8e3a60d8942a3c6fd3b9c66aa29b82
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exercice.ipynb
module2/exo3/exercice.ipynb
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module2/exo3/exercice.ipynb
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4deceb22
{
{
"cells": [],
"cells": [
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import matplotlib.pyplot as plt\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]"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.plot(data, linestyle='-', color='b')\n",
"plt.xlim(xmin=0,xmax=100)\n",
"plt.ylim(ymin=0,ymax=25)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 15,
"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": [
"plt.hist(data, bins=10,color=\"blue\", edgecolor='k')\n",
"plt.xlim(xmin=0,xmax=25)\n",
"plt.ylim(ymin=0,ymax=25)\n",
"plt.show()"
]
}
],
"metadata": {
"metadata": {
"kernelspec": {
"kernelspec": {
"display_name": "Python 3",
"display_name": "Python 3",
...
@@ -16,10 +78,9 @@
...
@@ -16,10 +78,9 @@
"name": "python",
"name": "python",
"nbconvert_exporter": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"pygments_lexer": "ipython3",
"version": "3.6.
3
"
"version": "3.6.
4
"
}
}
},
},
"nbformat": 4,
"nbformat": 4,
"nbformat_minor": 2
"nbformat_minor": 2
}
}
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