{ "cells": [ { "cell_type": "code", "execution_count": 14, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "['a', 'b', 'c']" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\"a b c\".split(\" \")" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "image/png": 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aT55duJUvM3OJj22wiyo/imnwIwSIqr4EvASQnp7u10+yx68aZOPoe2PCBPtw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\nhCNFpYye9iVN46L59I5ziU/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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from numpy import *\n", "from matplotlib.pyplot import *\n", "\n", "x = linspace(0, 2*pi)\n", "plot(x, sin(x), label=r'$\\sin(x)$')\n", "plot(x, cos(x), 'ro', label=r'$\\cos(x)$')\n", "title(r'Sin and Cos')\n", "legend()\n", "show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2.0 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" } }, "nbformat": 4, "nbformat_minor": 0 }