{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Exercícios Matplotlib \n", "\n", "\n", "** * NOTA: TODOS OS COMANDOS PARA PLOTAR UMA FIGURA TODOS VÃO NA MESMA CÉLULA. * **\n", "\n", "# Exercícios\n", "Siga as instruções para recriar os gráficos usando esses dados:\n", "\n", "## Data" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "x = np.arange(0,100)\n", "y = x*2\n", "z = x**2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Importe matplotlib.pyplot como plt e defina% matplotlib inline se você estiver usando o notebook jupyter. Qual comando você usa se você não estiver usando o notebook jupyter? **" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exercício 1\n", "\n", "** Acompanhe estes passos: **\n", "* ** Crie um objeto de figura chamado fig usando plt.figure () **\n", "* ** Use add_axes para adicionar um eixo à tela de figura em [0,0,1,1]. Chame esse novo eixo de \"ax\". **\n", "* ** Plote (x, y) nesses eixos e defina os rótulos e títulos para corresponder ao gráfico abaixo: **" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exercício 2\n", "** Crie um objeto de figura e coloque dois eixos sobre ele, ax1 e ax2. Localizado em [0,0,1,1] e [0,2,0,5, .2, .2], respectivamente. **" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Agora plote (x, y) em ambos os eixos. E chame seu objeto de figura para mostrá-lo. **" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "image/png": 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4ETqpKfvZ65dpwaplQTcJAEKDxI1Qafssm6INAKcicSMUSNkAkB4SNwJHygaA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\nraoRPgAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exercício 3\n", "\n", "** Crie o gráfico abaixo, adicionando dois eixos a um objeto de figura em [0,0,1,1] e [0,2,0,5, .4, .4] **" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Agora use x, y e z arrays para recriar o gráfico abaixo. Observe os limites xlimits e y no gráfico inserido: **" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(30, 50)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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g9T7ueXstAyJDmDtxMCFNApwuSdzQmc6x/wS8BawwxtxnrX23ymum7sqS+lJe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\nhSX8/aNNfLAuja5hwbw0/lf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jSrP6rhqMMc2Bi4GZANbaEmvtIdR/1eUHNDbG+AFBwH7U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\n/w9WkYSONgCoCwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exercício 4\n", "\n", "** Use plt.subplots (nrows = 1, ncols = 2) para criar o gráfico abaixo. **" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Agora trace (x, y) e (x, z) nos eixos. Note a largura de linha e o estilo objetivos. **" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Veja se você pode redimensionar o gráfico adicionando o argumento figsize () em plt.subplots () apenas copiando e colando seu código anterior. **" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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