diff --git a/README.md b/README.md index 3a87181..6b885f2 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,7 @@ # Practice with git and GitHub -\[Your Step 3 Edit Here\] +I am Jayanth Saish and i edited this file! +I am Jayanth Saish and i edited this file online! This is a very simple repository for practicing with git and GitHub. git is a utility for *version control*. When a body of code is tracked with git, it is easy to see how the software has evolved over time, to roll back changes when needed, and to incorporate modifications by multiple collaborators. In this activity, we're going to focus on core git workflows for single-person projects. We may do a follow-up activity later in the quarter on workflows for collaborative projects. @@ -110,3 +111,5 @@ An important principle of version control is that you **never** duplicate files. Great job! If you comfortably navigated these exercises, then you have the necessary basics for working with git and GitHub. These will get you most of the way through the course, and indeed, through your programming career. The most important topics that we haven't yet discussed are *merging* and *branching*, which are especially relevant when collaborating with others. We may come back to these in a future Discussion activity. Another topic that you might find useful to explore on your own is the `.gitignore` file. This file specifies files which should be *excluded* from tracking by git. This is handy if there are certain "junk" files that you would prefer not to see in GitHub Desktop. + + diff --git a/practice - folder/Git Practice.ipynb b/practice - folder/Git Practice.ipynb new file mode 100644 index 0000000..e73d8c8 --- /dev/null +++ b/practice - folder/Git Practice.ipynb @@ -0,0 +1,58 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "415b8726", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "import numpy as np \n", + "x = np.linspace(0, 2*np.pi, 1001)\n", + "y = np.sin(x)\n", + "f = plt.plot(x,y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2de4ff72", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}