Skip to content
Projects
Groups
Snippets
Help
Loading...
Help
Submit feedback
Contribute to GitLab
Sign in
Toggle navigation
M
mooc-rr
Project
Project
Details
Activity
Releases
Cycle Analytics
Repository
Repository
Files
Commits
Branches
Tags
Contributors
Graph
Compare
Charts
Issues
0
Issues
0
List
Board
Labels
Milestones
Merge Requests
0
Merge Requests
0
CI / CD
CI / CD
Pipelines
Jobs
Schedules
Charts
Wiki
Wiki
Snippets
Snippets
Members
Members
Collapse sidebar
Close sidebar
Activity
Graph
Charts
Create a new issue
Jobs
Commits
Issue Boards
Open sidebar
d9af73a8652ec3e78adc23a144a1004a
mooc-rr
Commits
c34df747
Commit
c34df747
authored
May 03, 2025
by
d9af73a8652ec3e78adc23a144a1004a
Browse files
Options
Browse Files
Download
Email Patches
Plain Diff
exercice
parent
3346c2c4
Changes
1
Hide whitespace changes
Inline
Side-by-side
Showing
1 changed file
with
114 additions
and
3 deletions
+114
-3
exercice.ipynb
module2/exo3/exercice.ipynb
+114
-3
No files found.
module2/exo3/exercice.ipynb
View file @
c34df747
{
"cells": [],
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**données :**"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"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]"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x7f56bd070320>]"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
},
{
"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": [
"fig,ax = plt.subplots(1)\n",
"ax.set_xlim(0,100)\n",
"ax.set_ylim(0,25)\n",
"ax.grid(linestyle = '--')\n",
"ax.tick_params(bottom=True, top=True, left=True, right=True, direction='in')\n",
"ax.plot(data,c='b')"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(array([ 4., 3., 5., 9., 16., 20., 22., 9., 8., 4.]),\n",
" array([ 2.8 , 4.86, 6.92, 8.98, 11.04, 13.1 , 15.16, 17.22, 19.28,\n",
" 21.34, 23.4 ]),\n",
" <a list of 10 Patch objects>)"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
},
{
"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": [
"fig,ax = plt.subplots(1)\n",
"ax.set_xlim(0,25)\n",
"ax.set_ylim(0,25)\n",
"ax.grid(linestyle = '--')\n",
"ax.tick_params(bottom=True, top=True, left=True, right=True, direction='in')\n",
"ax.hist(data,color=\"b\",histtype=\"bar\")"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
...
...
@@ -16,10 +128,9 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.
3
"
"version": "3.6.
4
"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
Write
Preview
Markdown
is supported
0%
Try again
or
attach a new file
Attach a file
Cancel
You are about to add
0
people
to the discussion. Proceed with caution.
Finish editing this message first!
Cancel
Please
register
or
sign in
to comment