Projeto - Gorjetas com Seaborn e Pandas.ipynb

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      "cell_type": "markdown",
      "source": [
        "#Importação dos dados usando Pandas"
      ],
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        "id": "fs_cjBqo2YKC"
      }
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      "cell_type": "code",
      "source": [
        "import pandas as pd"
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      "outputs": []
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      "cell_type": "code",
      "source": [
        "gorjetas = pd.read_csv('tips (1).csv')"
      ],
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        "id": "s7T9QzlO2gnC"
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      "execution_count": null,
      "outputs": []
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      "source": [
        "gorjetas.head()"
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              "   total_bill   tip dessert  day    time  size\n",
              "0       16.99  1.01      No  Sun  Dinner     2\n",
              "1       10.34  1.66      No  Sun  Dinner     3\n",
              "2       21.01  3.50      No  Sun  Dinner     3\n",
              "3       23.68  3.31      No  Sun  Dinner     2\n",
              "4       24.59  3.61      No  Sun  Dinner     4"
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              "      <th>dessert</th>\n",
              "      <th>day</th>\n",
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              "      <th>size</th>\n",
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              "      <td>16.99</td>\n",
              "      <td>1.01</td>\n",
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              "      <td>Sun</td>\n",
              "      <td>Dinner</td>\n",
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              "      <th>1</th>\n",
              "      <td>10.34</td>\n",
              "      <td>1.66</td>\n",
              "      <td>No</td>\n",
              "      <td>Sun</td>\n",
              "      <td>Dinner</td>\n",
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              "      <td>Sun</td>\n",
              "      <td>Dinner</td>\n",
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              "      <th>3</th>\n",
              "      <td>23.68</td>\n",
              "      <td>3.31</td>\n",
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              "      <td>Sun</td>\n",
              "      <td>Dinner</td>\n",
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              "      <td>No</td>\n",
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              "      <td>Dinner</td>\n",
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          "metadata": {},
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    },
    {
      "cell_type": "markdown",
      "source": [
        "#Tradução dos dados\n",
        "\n"
      ],
      "metadata": {
        "id": "iIfElg4Z23Rj"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.columns"
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      "execution_count": null,
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        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['total_bill', 'tip', 'dessert', 'day', 'time', 'size'], dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 49
        }
      ]
    },
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      "source": [
        "colunas_trad = {\n",
        "    'total_bill' : 'valor_conta',\n",
        "    'tip' : 'gorjeta',\n",
        "    'dessert' : 'sobremesa',\n",
        "    'day' : 'dia_da_semana',\n",
        "    'time' : 'hora_do_dia',\n",
        "    'size' : 'pessoas_na_mesa'\n",
        "}"
      ],
      "metadata": {
        "id": "2VR_E4UT3D_E"
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      "execution_count": null,
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      "cell_type": "code",
      "source": [
        "gorjetas = gorjetas.rename(columns = colunas_trad)"
      ],
      "metadata": {
        "id": "ChYpJsak3sen"
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          "data": {
            "text/plain": [
              "   valor_conta  gorjeta sobremesa dia_da_semana hora_do_dia  pessoas_na_mesa\n",
              "0        16.99     1.01        No           Sun      Dinner                2\n",
              "1        10.34     1.66        No           Sun      Dinner                3\n",
              "2        21.01     3.50        No           Sun      Dinner                3\n",
              "3        23.68     3.31        No           Sun      Dinner                2\n",
              "4        24.59     3.61        No           Sun      Dinner                4"
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              "      <td>Dinner</td>\n",
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              "      <td>10.34</td>\n",
              "      <td>1.66</td>\n",
              "      <td>No</td>\n",
              "      <td>Sun</td>\n",
              "      <td>Dinner</td>\n",
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              "      <td>21.01</td>\n",
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    },
    {
      "cell_type": "markdown",
      "source": [
        "Agora vamos alterar os valores das colunas."
      ],
      "metadata": {
        "id": "gCSnPcHl4PTE"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Mostra quais os diferentes tipos de valores nessa coluna\n",
        "gorjetas.sobremesa.unique()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TiaDt50J4NF8",
        "outputId": "d8efff01-584b-46fd-b3d7-99060f55f735"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['No', 'Yes'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 53
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sim_nao_trad = {\n",
        "    'No' : 'Não',\n",
        "    'Yes' : 'Sim'\n",
        "}"
      ],
      "metadata": {
        "id": "9wqZ1qim4ZMM"
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      "execution_count": null,
      "outputs": []
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      "cell_type": "code",
      "source": [
        "gorjetas.sobremesa.map(sim_nao_trad)\n",
        "#Entretanto, aqui ainda não muda o DF, pra isso temos que usarmos outro esquema (a seguir)"
      ],
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      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0      Não\n",
              "1      Não\n",
              "2      Não\n",
              "3      Não\n",
              "4      Não\n",
              "      ... \n",
              "239    Não\n",
              "240    Sim\n",
              "241    Sim\n",
              "242    Não\n",
              "243    Não\n",
              "Name: sobremesa, Length: 244, dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 55
        }
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    {
      "cell_type": "code",
      "source": [
        "gorjetas.sobremesa = gorjetas.sobremesa.map(sim_nao_trad)"
      ],
      "metadata": {
        "id": "48iknaix4_61"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "type(gorjetas.columns)"
      ],
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        "id": "dbuJlhl05jt-",
        "outputId": "fab22d3d-c656-433b-b247-a6b39b36c1b4"
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      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "pandas.core.indexes.base.Index"
            ]
          },
          "metadata": {},
          "execution_count": 57
        }
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      "cell_type": "code",
      "source": [
        "type(gorjetas.sobremesa.map(sim_nao_trad))\n",
        "\n",
        "#OU SEJA, valores de DFs são dados em SERIES, e suas colunas são dadas em INDEX"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WwBt-gnW5MHG",
        "outputId": "d3394a23-835a-4032-d961-24c72fcec532"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "pandas.core.series.Series"
            ]
          },
          "metadata": {},
          "execution_count": 58
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "aFtalFyd5H5K",
        "outputId": "ecea9f08-8242-4dac-b5e0-5fc3adab6502"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   valor_conta  gorjeta sobremesa dia_da_semana hora_do_dia  pessoas_na_mesa\n",
              "0        16.99     1.01       Não           Sun      Dinner                2\n",
              "1        10.34     1.66       Não           Sun      Dinner                3\n",
              "2        21.01     3.50       Não           Sun      Dinner                3\n",
              "3        23.68     3.31       Não           Sun      Dinner                2\n",
              "4        24.59     3.61       Não           Sun      Dinner                4"
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-868107be-b964-4c4d-b62e-f9e8b0b4e764');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 59
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Agora vamos fazer isso para as outras colunas (dia_da_semana e hora_do_dia)"
      ],
      "metadata": {
        "id": "nB-yPps45s2L"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.dia_da_semana.unique()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "r6CSjX9i5JUp",
        "outputId": "c64ec168-fe76-470e-f98f-2b6db7132056"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Sun', 'Sat', 'Thur', 'Fri'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 60
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "trad_dias = {\n",
        "    'Sun' : 'Dom',\n",
        "    'Sat' : 'Sab',\n",
        "    'Thur' : 'Qui',\n",
        "    'Fri' : 'Sex'\n",
        "}"
      ],
      "metadata": {
        "id": "prVKzcwL56TB"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.dia_da_semana = gorjetas.dia_da_semana.map(trad_dias)\n",
        "\n",
        "##########################################################################"
      ],
      "metadata": {
        "id": "vpbcGR0P6NGA"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.hora_do_dia.unique()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RdvZzUZw6Wfi",
        "outputId": "a14cddab-4238-4bbb-8ede-8e26afc7a2e5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Dinner', 'Lunch'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 63
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.hora_do_dia = gorjetas.hora_do_dia.map({'Dinner' : 'Almoço', 'Lunch' : 'Jantar'})\n",
        "\n",
        "##########################################################################"
      ],
      "metadata": {
        "id": "9SOdVPSL6ewj"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XbRGYX9T6soz",
        "outputId": "4db8095f-bf2f-4ec1-8b4d-50ec7e8abc84"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   valor_conta  gorjeta sobremesa dia_da_semana hora_do_dia  pessoas_na_mesa\n",
              "0        16.99     1.01       Não           Dom      Almoço                2\n",
              "1        10.34     1.66       Não           Dom      Almoço                3\n",
              "2        21.01     3.50       Não           Dom      Almoço                3\n",
              "3        23.68     3.31       Não           Dom      Almoço                2\n",
              "4        24.59     3.61       Não           Dom      Almoço                4"
            ],
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              "      <td>Não</td>\n",
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              "      <td>Almoço</td>\n",
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              "\n",
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              "\n",
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              "      background-color: #E2EBFA;\n",
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              "\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "\n",
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-0cfa4e32-a75a-4dd0-a56b-e9bf1d9f3bd1');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 65
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Agora o DF está totalmente traduzido!"
      ],
      "metadata": {
        "id": "b78hp67h63xl"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data visualization com o Seaborn"
      ],
      "metadata": {
        "id": "6nIIjMgYM2vv"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "O **Seaborn** é uma biblioteca de alto nível para visualização de dados representados em **DFs do Pandas**"
      ],
      "metadata": {
        "id": "a97GhO27N0ja"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sns"
      ],
      "metadata": {
        "id": "njLn3zDJM9tw"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Vamos analisar a relação entre o valor das gorjetas e o preço do pedido através de um gráfico com Seaborn**"
      ],
      "metadata": {
        "id": "I-CxSbw8NVNE"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.columns"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cZuPtSQsNMjr",
        "outputId": "3043743e-78ca-40b2-8170-28d72785e7f5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['valor_conta', 'gorjeta', 'sobremesa', 'dia_da_semana', 'hora_do_dia',\n",
              "       'pessoas_na_mesa'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 67
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "conta_gorjeta = sns.scatterplot(x='valor_conta', y='gorjeta', data=gorjetas)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 450
        },
        "id": "L3E30qnONkiY",
        "outputId": "f3a7279f-e886-4410-904e-0b84604413e1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Assim, temos que aparentemente o valor da gorjeta aumenta quando aumentamos o valor da conta."
      ],
      "metadata": {
        "id": "4IjP-kurOR7b"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Realizando a contagem de NaNs no Pandas\n",
        "\n",
        "gorjetas.gorjeta.count()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "raie1TVyOHjO",
        "outputId": "a7c4418a-13f9-40fa-f12f-9a6a35d842c6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "244"
            ]
          },
          "metadata": {},
          "execution_count": 69
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Mesma contagem para todo o DF\n",
        "\n",
        "gorjetas.count()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vVPlUNfEOogS",
        "outputId": "72d9de48-cc51-4c97-a117-a8a6123fc53c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "valor_conta        244\n",
              "gorjeta            244\n",
              "sobremesa          244\n",
              "dia_da_semana      244\n",
              "hora_do_dia        244\n",
              "pessoas_na_mesa    244\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 70
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Como o shape é (244, 6), então não temos NaNs nesse DF.\n",
        "gorjetas.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ERlSDR0pOuVs",
        "outputId": "9602ea87-75f9-444f-ec32-798b1a656c54"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(244, 6)"
            ]
          },
          "metadata": {},
          "execution_count": 71
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#------------------------------------------------------------------------------------------------------------------------#"
      ],
      "metadata": {
        "id": "QDRFn-S0O5n-"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Vamos verificar agora quanto equivale, em porcentagem da conta, cada gorjeta.\n",
        "Se o cliente paga 50 na conta e 5 na gorjeta, então a porcentagem é de 10% e assim por diante."
      ],
      "metadata": {
        "id": "9R1mmbgnQMCC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas['porcentagem'] = gorjetas['gorjeta'] / gorjetas['valor_conta']"
      ],
      "metadata": {
        "id": "daPRCZ6tQt2B"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "gorjetas.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
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              "   valor_conta  gorjeta sobremesa dia_da_semana hora_do_dia  pessoas_na_mesa  \\\n",
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              "3        23.68     3.31       Não           Dom      Almoço                2   \n",
              "4        24.59     3.61       Não           Dom      Almoço                4   \n",
              "\n",
              "   porcentagem  \n",
              "0     0.059447  \n",
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              "2     0.166587  \n",
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    {
      "cell_type": "code",
      "source": [
        "gorjetas.porcentagem = gorjetas.porcentagem.round(2)"
      ],
      "metadata": {
        "id": "4jlPxJOTREG3"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
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        "gorjetas.head()"
      ],
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        "colab": {
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            "text/plain": [
              "   valor_conta  gorjeta sobremesa dia_da_semana hora_do_dia  pessoas_na_mesa  \\\n",
              "0        16.99     1.01       Não           Dom      Almoço                2   \n",
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              "2        21.01     3.50       Não           Dom      Almoço                3   \n",
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              "4        24.59     3.61       Não           Dom      Almoço                4   \n",
              "\n",
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              "0         0.06  \n",
              "1         0.16  \n",
              "2         0.17  \n",
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              "4         0.15  "
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              "                                                     [key], {});\n",
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    {
      "cell_type": "code",
      "source": [
        "porcen_valor = sns.scatterplot(x='valor_conta', y='porcentagem', data=gorjetas)"
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        "colab": {
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          "height": 450
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        "id": "2lkHTx41RoTF",
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      },
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        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Ou seja, por mais que o gráfico anterior mostre que o valor absoluto da gorjeta aumenta, podemos concluir na análise percentual que, conforme se aumenta o valor da conta, visualmente a porcentagem da gorjeta em relação a conta **DIMINUI**"
      ],
      "metadata": {
        "id": "yho-0IQkSJuI"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Para que a diferença fique mais evidente, podemos usar o relplot e o lmplot."
      ],
      "metadata": {
        "id": "n9xVmK8JTgKm"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# relplot -> com o kind em 'line', gera um gráfico de linhas, em que a densidade dos dados pode ser observada\n",
        "p_conta_relplot = sns.relplot(x='valor_conta', y='porcentagem', data=gorjetas, kind='line')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 507
        },
        "id": "pj1ezmDSSehZ",
        "outputId": "bbbd06de-3d1b-4793-8500-47b792e58ec3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# lmplot -> cria uma regressão linear dos dados para que se observe e se possa predizer comportamentos\n",
        "p_conta_lmplot = sns.lmplot(x='valor_conta', y='porcentagem', data=gorjetas)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 506
        },
        "id": "iIIglPq9T-6q",
        "outputId": "4b362cdf-41ff-4ca3-c17b-6ab2325ca226"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Assim, fica evidente a que a porcentagem da gorjeta cai com o aumento do valor da conta."
      ],
      "metadata": {
        "id": "u6vjAGeuUWxj"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Agora vamos explorar um pouco a estilização dos gráficos no Seaborn. Podemos colocar título superior, título normal e as labels dos eixos."
      ],
      "metadata": {
        "id": "mmw1N28ZWHN6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Titulo superior e inferior, get_figure\n",
        "\n",
        "porcen_valor"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zWWHl45MWGnq",
        "outputId": "7d28523a-e685-43a1-a2bb-92321a483d10"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='valor_conta', ylabel='porcentagem'>"
            ]
          },
          "metadata": {},
          "execution_count": 83
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Para mostrar a imagem, precisamos usar o get_figure\n",
        "\n",
        "porcen_valor.get_figure()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 450
        },
        "id": "gJf2s8-4WXd_",
        "outputId": "fab0ee42-51eb-4f0b-f36e-de08d17c23a2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 84
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "porcen_valor.figure.suptitle('Porcentagem da gorjeta x Valor da conta')\n",
        "porcen_valor.set_title('Análise da relação de proporção entre as porcentagens e o valor da conta')\n",
        "porcen_valor.get_figure()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 498
        },
        "id": "FxB6rCx8Wfxb",
        "outputId": "06f046cc-82e7-47c7-bdb7-b923cbe5dc10"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 87
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "porcen_valor.set(xlabel='Valor total da conta', ylabel='Porcentagem da gorjeta')\n",
        "porcen_valor.get_figure()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 497
        },
        "id": "Op2goPP5XMcq",
        "outputId": "bd8b54a4-8f63-4762-bb23-4efe1a31ba0f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 88
        }
      ]
    }
  ]
}