25_ntb_Analytics_Airtravel.ipynb

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      "cell_type": "markdown",
      "source": [
        " [ ] - Em Andamento o processo de análise\n",
        " - 23.01.25\n",
        " - Luciana Sampaio\n"
      ],
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        "id": "Lt0ZZKHesgyr"
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        "# Import necessary libraries\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Load data from a CSV file\n",
        "url = 'https://people.sc.fsu.edu/~jburkardt/data/csv/airtravel.csv'\n",
        "data = pd.read_csv(url)\n"
      ]
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        "# Display the first few rows of the data\n",
        "print(\"First few rows of the data:\")\n",
        "print(data.head())"
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          "text": [
            "First few rows of the data:\n",
            "  Month   \"1958\"   \"1959\"   \"1960\"\n",
            "0   JAN      340      360      417\n",
            "1   FEB      318      342      391\n",
            "2   MAR      362      406      419\n",
            "3   APR      348      396      461\n",
            "4   MAY      363      420      472\n"
          ]
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    {
      "cell_type": "code",
      "source": [
        "# Check information about the data\n",
        "print(\"\\nData information:\")\n",
        "print(data.info())"
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      "execution_count": 3,
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          "text": [
            "\n",
            "Data information:\n",
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 12 entries, 0 to 11\n",
            "Data columns (total 4 columns):\n",
            " #   Column   Non-Null Count  Dtype \n",
            "---  ------   --------------  ----- \n",
            " 0   Month    12 non-null     object\n",
            " 1    \"1958\"  12 non-null     int64 \n",
            " 2    \"1959\"  12 non-null     int64 \n",
            " 3    \"1960\"  12 non-null     int64 \n",
            "dtypes: int64(3), object(1)\n",
            "memory usage: 516.0+ bytes\n",
            "None\n"
          ]
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    {
      "cell_type": "code",
      "source": [
        "# Data cleaning: rename columns for convenience\n",
        "data.columns = ['Month', '1958', '1959', '1960']"
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              "   Month  1958  1959  1960\n",
              "0    JAN   340   360   417\n",
              "1    FEB   318   342   391\n",
              "2    MAR   362   406   419\n",
              "3    APR   348   396   461\n",
              "4    MAY   363   420   472\n",
              "5    JUN   435   472   535\n",
              "6    JUL   491   548   622\n",
              "7    AUG   505   559   606\n",
              "8    SEP   404   463   508\n",
              "9    OCT   359   407   461\n",
              "10   NOV   310   362   390\n",
              "11   DEC   337   405   432"
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              "type": "dataframe",
              "variable_name": "data",
              "summary": "{\n  \"name\": \"data\",\n  \"rows\": 12,\n  \"fields\": [\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 12,\n        \"samples\": [\n          \"NOV\",\n          \"OCT\",\n          \"JAN\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"1958\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 64,\n        \"min\": 310,\n        \"max\": 505,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          310,\n          359,\n          340\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"1959\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 69,\n        \"min\": 342,\n        \"max\": 559,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          362,\n          407,\n          360\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"1960\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 77,\n        \"min\": 390,\n        \"max\": 622,\n        \"num_unique_values\": 11,\n        \"samples\": [\n          535,\n          417,\n          390\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "source": [
        "data.size"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "oKB65Bk1o2k7",
        "outputId": "42ded1fe-6ef8-4581-82c0-b87ec30b7cbf"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "48"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(data.dtypes)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vJ22IoqWo44e",
        "outputId": "a02a8bbf-57e2-4f30-fb2c-dec2f1125171"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Month    object\n",
            "1958      int64\n",
            "1959      int64\n",
            "1960      int64\n",
            "dtype: object\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Data visualization: create a line plot\n",
        "plt.figure(figsize=(10, 6))\n",
        "plt.plot(data['Month'], data['1958'], label='1958')\n",
        "plt.plot(data['Month'], data['1959'], label='1959')\n",
        "plt.plot(data['Month'], data['1960'], label='1960')\n",
        "plt.xlabel('Month')\n",
        "plt.ylabel('Number of Passengers')\n",
        "plt.title('Number of Air Passengers Over the Years')\n",
        "plt.legend()\n",
        "plt.grid(True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "hsTig_LUpO0b",
        "outputId": "21b98bf7-1da7-4bd1-f9d8-b41558108630"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# verificando dados nulos\n",
        "\n",
        "print(data.isnull().sum())\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VRhT80Y4pWmo",
        "outputId": "166b073c-d3ac-416f-dda2-8f56f9861ad8"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Month    0\n",
            "1958     0\n",
            "1959     0\n",
            "1960     0\n",
            "dtype: int64\n"
          ]
        }
      ]
    }
  ]
}