diff --git a/src/1-line-plot.ipynb b/src/1-line-plot.ipynb index eab74494..a12f2802 100644 --- a/src/1-line-plot.ipynb +++ b/src/1-line-plot.ipynb @@ -16,11 +16,68 @@ "# TASK: Create a line plot with x values ranging from 0 to 10 and y values as the square of x.\n", "# Customize the plot by adding a title, labels for both axes, and a grid." ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# Generate x values from 0 to 10\n", + "x = np.linspace(0, 10, 100)\n", + "\n", + "# Generate y values as the square of x\n", + "y = x ** 2\n", + "\n", + "# Create the plot\n", + "plt.plot(x, y)\n", + "\n", + "# Add title\n", + "plt.title(\"Line Plot of y = x^2\")\n", + "\n", + "# Add labels for x and y axes\n", + "plt.xlabel(\"x values\")\n", + "plt.ylabel(\"y values (x^2)\")\n", + "\n", + "# Add grid\n", + "plt.grid(True)\n", + "\n", + "# Show the plot\n", + "plt.show()\n" + ] } ], "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" } }, "nbformat": 4,