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December 16, 2024 21:06
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| { | |
| "nbformat": 4, | |
| "nbformat_minor": 0, | |
| "metadata": { | |
| "colab": { | |
| "provenance": [] | |
| }, | |
| "kernelspec": { | |
| "name": "python3", | |
| "display_name": "Python 3" | |
| }, | |
| "language_info": { | |
| "name": "python" | |
| } | |
| }, | |
| "cells": [ | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "lilR-kkgFyg9", | |
| "outputId": "df5f99bd-f12e-4863-d166-bd4f2272b97c" | |
| }, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "name": "stdout", | |
| "text": [ | |
| "Hello, world!\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "print(\"Hello, world!\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [ | |
| "# importing matplotlib module\n", | |
| "from matplotlib import pyplot as plt\n", | |
| "\n", | |
| "# x-axis values\n", | |
| "x = [5, 2, 9, 4, 7]\n", | |
| "\n", | |
| "# Y-axis values\n", | |
| "y = [10, 5, 8, 4, 2]\n", | |
| "\n", | |
| "# Function to plot\n", | |
| "plt.plot(x, y)\n", | |
| "\n", | |
| "# function to show the plot\n", | |
| "plt.show()" | |
| ], | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 450 | |
| }, | |
| "id": "JRsICxKfF231", | |
| "outputId": "c49411d4-871c-4474-9c4c-5b0a9dd6791b" | |
| }, | |
| "execution_count": 2, | |
| "outputs": [ | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "text/plain": [ | |
| "<Figure size 640x480 with 1 Axes>" | |
| ], | |
| "image/png": 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\n" | |
| }, | |
| "metadata": {} | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [], | |
| "metadata": { | |
| "id": "keg8o76PGHsC" | |
| }, | |
| "execution_count": null, | |
| "outputs": [] | |
| } | |
| ] | |
| } |
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