{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Basic analysis to share" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "notebookRunGroups": { "groupValue": "" } }, "outputs": [], "source": [ "import warnings\n", "warnings.filterwarnings(\"ignore\", category=DeprecationWarning) \n", "import pandas as pd\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(df['A'], df['B'])\n", "plt.xlabel('A')\n", "plt.ylabel('B')\n", "plt.title('Matplotlib Plot')\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.1" } }, "nbformat": 4, "nbformat_minor": 2 }