dataanalysis using python library.ipynb

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      "source": [
        "<a href=\"https://colab.research.google.com/github/HarshitGupta1511/30-Days-Of-CPP/blob/main/dataanalysis%20using%20python%20library.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "metadata": {
        "id": "tEZwF7Hyvfq-"
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "from matplotlib import pyplot as plt"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ti=pd.read_csv(\"/content/drive/MyDrive/tested.csv\")\n",
        "#operations using pandas"
      ],
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      "outputs": []
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        "ti.head()"
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              "   PassengerId  Survived  Pclass  \\\n",
              "0          892         0       3   \n",
              "1          893         1       3   \n",
              "2          894         0       2   \n",
              "3          895         0       3   \n",
              "4          896         1       3   \n",
              "\n",
              "                                           Name     Sex   Age  SibSp  Parch  \\\n",
              "0                              Kelly, Mr. James    male  34.5      0      0   \n",
              "1              Wilkes, Mrs. James (Ellen Needs)  female  47.0      1      0   \n",
              "2                     Myles, Mr. Thomas Francis    male  62.0      0      0   \n",
              "3                              Wirz, Mr. Albert    male  27.0      0      0   \n",
              "4  Hirvonen, Mrs. Alexander (Helga E Lindqvist)  female  22.0      1      1   \n",
              "\n",
              "    Ticket     Fare Cabin Embarked  \n",
              "0   330911   7.8292   NaN        Q  \n",
              "1   363272   7.0000   NaN        S  \n",
              "2   240276   9.6875   NaN        Q  \n",
              "3   315154   8.6625   NaN        S  \n",
              "4  3101298  12.2875   NaN        S  "
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              "      <td>female</td>\n",
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            "text/plain": [
              "     PassengerId  Survived  Pclass                          Name     Sex  \\\n",
              "413         1305         0       3            Spector, Mr. Woolf    male   \n",
              "414         1306         1       1  Oliva y Ocana, Dona. Fermina  female   \n",
              "415         1307         0       3  Saether, Mr. Simon Sivertsen    male   \n",
              "416         1308         0       3           Ware, Mr. Frederick    male   \n",
              "417         1309         0       3      Peter, Master. Michael J    male   \n",
              "\n",
              "      Age  SibSp  Parch              Ticket      Fare Cabin Embarked  \n",
              "413   NaN      0      0           A.5. 3236    8.0500   NaN        S  \n",
              "414  39.0      0      0            PC 17758  108.9000  C105        C  \n",
              "415  38.5      0      0  SOTON/O.Q. 3101262    7.2500   NaN        S  \n",
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              "417   NaN      1      1                2668   22.3583   NaN        C  "
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              "                                                     [key], {});\n",
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              "(418, 12)"
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              "       PassengerId    Survived      Pclass         Age       SibSp  \\\n",
              "count   418.000000  418.000000  418.000000  332.000000  418.000000   \n",
              "mean   1100.500000    0.363636    2.265550   30.272590    0.447368   \n",
              "std     120.810458    0.481622    0.841838   14.181209    0.896760   \n",
              "min     892.000000    0.000000    1.000000    0.170000    0.000000   \n",
              "25%     996.250000    0.000000    1.000000   21.000000    0.000000   \n",
              "50%    1100.500000    0.000000    3.000000   27.000000    0.000000   \n",
              "75%    1204.750000    1.000000    3.000000   39.000000    1.000000   \n",
              "max    1309.000000    1.000000    3.000000   76.000000    8.000000   \n",
              "\n",
              "            Parch        Fare  \n",
              "count  418.000000  417.000000  \n",
              "mean     0.392344   35.627188  \n",
              "std      0.981429   55.907576  \n",
              "min      0.000000    0.000000  \n",
              "25%      0.000000    7.895800  \n",
              "50%      0.000000   14.454200  \n",
              "75%      0.000000   31.500000  \n",
              "max      9.000000  512.329200  "
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              "      <th>count</th>\n",
              "      <td>418.000000</td>\n",
              "      <td>418.000000</td>\n",
              "      <td>418.000000</td>\n",
              "      <td>332.000000</td>\n",
              "      <td>418.000000</td>\n",
              "      <td>418.000000</td>\n",
              "      <td>417.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>1100.500000</td>\n",
              "      <td>0.363636</td>\n",
              "      <td>2.265550</td>\n",
              "      <td>30.272590</td>\n",
              "      <td>0.447368</td>\n",
              "      <td>0.392344</td>\n",
              "      <td>35.627188</td>\n",
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              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>120.810458</td>\n",
              "      <td>0.481622</td>\n",
              "      <td>0.841838</td>\n",
              "      <td>14.181209</td>\n",
              "      <td>0.896760</td>\n",
              "      <td>0.981429</td>\n",
              "      <td>55.907576</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>892.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.170000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>996.250000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>21.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>7.895800</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>1100.500000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>27.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>14.454200</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>1204.750000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>39.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>31.500000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>1309.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>76.000000</td>\n",
              "      <td>8.000000</td>\n",
              "      <td>9.000000</td>\n",
              "      <td>512.329200</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-b9816353-941a-463f-99e5-41655d4ae01d')\"\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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          "data": {
            "text/plain": [
              "   PassengerId  Survived  Pclass                              Name\n",
              "0          892         0       3                  Kelly, Mr. James\n",
              "1          893         1       3  Wilkes, Mrs. James (Ellen Needs)\n",
              "2          894         0       2         Myles, Mr. Thomas Francis"
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              "      <th>1</th>\n",
              "      <td>893</td>\n",
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              "      <td>Wilkes, Mrs. James (Ellen Needs)</td>\n",
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              "      <th>2</th>\n",
              "      <td>894</td>\n",
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              "                                                     [key], {});\n",
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        "id": "XMDQuatUxoLO",
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      "execution_count": null,
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            "text/plain": [
              "                                            Name     Sex\n",
              "0                               Kelly, Mr. James    male\n",
              "1               Wilkes, Mrs. James (Ellen Needs)  female\n",
              "2                      Myles, Mr. Thomas Francis    male\n",
              "3                               Wirz, Mr. Albert    male\n",
              "4   Hirvonen, Mrs. Alexander (Helga E Lindqvist)  female\n",
              "5                     Svensson, Mr. Johan Cervin    male\n",
              "6                           Connolly, Miss. Kate  female\n",
              "7                   Caldwell, Mr. Albert Francis    male\n",
              "8      Abrahim, Mrs. Joseph (Sophie Halaut Easu)  female\n",
              "9                        Davies, Mr. John Samuel    male\n",
              "10                              Ilieff, Mr. Ylio    male\n",
              "11                    Jones, Mr. Charles Cresson    male"
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              "      <td>Wilkes, Mrs. James (Ellen Needs)</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Myles, Mr. Thomas Francis</td>\n",
              "      <td>male</td>\n",
              "    </tr>\n",
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              "      <th>3</th>\n",
              "      <td>Wirz, Mr. Albert</td>\n",
              "      <td>male</td>\n",
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              "      <th>4</th>\n",
              "      <td>Hirvonen, Mrs. Alexander (Helga E Lindqvist)</td>\n",
              "      <td>female</td>\n",
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              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>Svensson, Mr. Johan Cervin</td>\n",
              "      <td>male</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>Connolly, Miss. Kate</td>\n",
              "      <td>female</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>Caldwell, Mr. Albert Francis</td>\n",
              "      <td>male</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>Abrahim, Mrs. Joseph (Sophie Halaut Easu)</td>\n",
              "      <td>female</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>Davies, Mr. John Samuel</td>\n",
              "      <td>male</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>Ilieff, Mr. Ylio</td>\n",
              "      <td>male</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>Jones, Mr. Charles Cresson</td>\n",
              "      <td>male</td>\n",
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              "  </tbody>\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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        "ti.loc[0:5,(\"Name\",\"Age\")]"
      ],
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        },
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      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                           Name   Age\n",
              "0                              Kelly, Mr. James  34.5\n",
              "1              Wilkes, Mrs. James (Ellen Needs)  47.0\n",
              "2                     Myles, Mr. Thomas Francis  62.0\n",
              "3                              Wirz, Mr. Albert  27.0\n",
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              "                                                     [key], {});\n",
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    {
      "cell_type": "code",
      "source": [
        "ti.max()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WplK51QWy056",
        "outputId": "8ad2294e-b0d2-45bb-885b-536ec0dfa0e4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-19-f4ece13d1528>:1: FutureWarning: The default value of numeric_only in DataFrame.max is deprecated. In a future version, it will default to False. In addition, specifying 'numeric_only=None' is deprecated. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
            "  ti.max()\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PassengerId                                 1309\n",
              "Survived                                       1\n",
              "Pclass                                         3\n",
              "Name           van Billiard, Master. Walter John\n",
              "Sex                                         male\n",
              "Age                                         76.0\n",
              "SibSp                                          8\n",
              "Parch                                          9\n",
              "Ticket                               W.E.P. 5734\n",
              "Fare                                    512.3292\n",
              "Embarked                                       S\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
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      "source": [
        "ti.min()"
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      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ygKdhi1J1BYV",
        "outputId": "c5c5bb5e-1b33-4bae-90ba-c024de3762c0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-20-de9d3f7b56c8>:1: FutureWarning: The default value of numeric_only in DataFrame.min is deprecated. In a future version, it will default to False. In addition, specifying 'numeric_only=None' is deprecated. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
            "  ti.min()\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PassengerId                              892\n",
              "Survived                                   0\n",
              "Pclass                                     1\n",
              "Name           Abbott, Master. Eugene Joseph\n",
              "Sex                                   female\n",
              "Age                                     0.17\n",
              "SibSp                                      0\n",
              "Parch                                      0\n",
              "Ticket                                110469\n",
              "Fare                                     0.0\n",
              "Embarked                                   C\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
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    {
      "cell_type": "code",
      "source": [
        "ti.mean()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lNz-J0b91E3r",
        "outputId": "a8d68bdc-6864-4355-8395-88b0854d1501"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-21-ee2dd22f4e20>:1: FutureWarning: The default value of numeric_only in DataFrame.mean is deprecated. In a future version, it will default to False. In addition, specifying 'numeric_only=None' is deprecated. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
            "  ti.mean()\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PassengerId    1100.500000\n",
              "Survived          0.363636\n",
              "Pclass            2.265550\n",
              "Age              30.272590\n",
              "SibSp             0.447368\n",
              "Parch             0.392344\n",
              "Fare             35.627188\n",
              "dtype: float64"
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          },
          "metadata": {},
          "execution_count": 21
        }
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    {
      "cell_type": "code",
      "source": [
        "ti.median()"
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      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "p-50IpYM1Gj1",
        "outputId": "489be28b-4df5-4d22-ac7c-92c905288925"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-23-bacecbdcc522>:1: FutureWarning: The default value of numeric_only in DataFrame.median is deprecated. In a future version, it will default to False. In addition, specifying 'numeric_only=None' is deprecated. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
            "  ti.median()\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PassengerId    1100.5000\n",
              "Survived          0.0000\n",
              "Pclass            3.0000\n",
              "Age              27.0000\n",
              "SibSp             0.0000\n",
              "Parch             0.0000\n",
              "Fare             14.4542\n",
              "dtype: float64"
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          },
          "metadata": {},
          "execution_count": 23
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    {
      "cell_type": "code",
      "source": [
        "x=ti*2\n",
        "x"
      ],
      "metadata": {
        "colab": {
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          "height": 633
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        "id": "7vO1zm9O1JIc",
        "outputId": "4537e1b6-72a6-4797-db4f-983f79d740a5"
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      "execution_count": null,
      "outputs": [
        {
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              "     PassengerId  Survived  Pclass  \\\n",
              "0           1784         0       6   \n",
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              "2    Myles, Mr. Thomas FrancisMyles, Mr. Thomas Fra...      malemale  124.0   \n",
              "3                     Wirz, Mr. AlbertWirz, Mr. Albert      malemale   54.0   \n",
              "4    Hirvonen, Mrs. Alexander (Helga E Lindqvist)Hi...  femalefemale   44.0   \n",
              "..                                                 ...           ...    ...   \n",
              "413               Spector, Mr. WoolfSpector, Mr. Woolf      malemale    NaN   \n",
              "414  Oliva y Ocana, Dona. FerminaOliva y Ocana, Don...  femalefemale   78.0   \n",
              "415  Saether, Mr. Simon SivertsenSaether, Mr. Simon...      malemale   77.0   \n",
              "416             Ware, Mr. FrederickWare, Mr. Frederick      malemale    NaN   \n",
              "417   Peter, Master. Michael JPeter, Master. Michael J      malemale    NaN   \n",
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              "3        0      0                          315154315154   17.3250       NaN   \n",
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              "..     ...    ...                                   ...       ...       ...   \n",
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              "      <td>NaN</td>\n",
              "      <td>QQ</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>1786</td>\n",
              "      <td>2</td>\n",
              "      <td>6</td>\n",
              "      <td>Wilkes, Mrs. James (Ellen Needs)Wilkes, Mrs. J...</td>\n",
              "      <td>femalefemale</td>\n",
              "      <td>94.0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>363272363272</td>\n",
              "      <td>14.0000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
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              "    <tr>\n",
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              "      <td>1788</td>\n",
              "      <td>0</td>\n",
              "      <td>4</td>\n",
              "      <td>Myles, Mr. Thomas FrancisMyles, Mr. Thomas Fra...</td>\n",
              "      <td>malemale</td>\n",
              "      <td>124.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>240276240276</td>\n",
              "      <td>19.3750</td>\n",
              "      <td>NaN</td>\n",
              "      <td>QQ</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>1790</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>Wirz, Mr. AlbertWirz, Mr. Albert</td>\n",
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              "      <td>54.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>315154315154</td>\n",
              "      <td>17.3250</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
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              "      <th>4</th>\n",
              "      <td>1792</td>\n",
              "      <td>2</td>\n",
              "      <td>6</td>\n",
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              "      <td>31012983101298</td>\n",
              "      <td>24.5750</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
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              "    <tr>\n",
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              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
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              "    <tr>\n",
              "      <th>413</th>\n",
              "      <td>2610</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>Spector, Mr. WoolfSpector, Mr. Woolf</td>\n",
              "      <td>malemale</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>A.5. 3236A.5. 3236</td>\n",
              "      <td>16.1000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
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              "    <tr>\n",
              "      <th>414</th>\n",
              "      <td>2612</td>\n",
              "      <td>2</td>\n",
              "      <td>2</td>\n",
              "      <td>Oliva y Ocana, Dona. FerminaOliva y Ocana, Don...</td>\n",
              "      <td>femalefemale</td>\n",
              "      <td>78.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>PC 17758PC 17758</td>\n",
              "      <td>217.8000</td>\n",
              "      <td>C105C105</td>\n",
              "      <td>CC</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>415</th>\n",
              "      <td>2614</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>Saether, Mr. Simon SivertsenSaether, Mr. Simon...</td>\n",
              "      <td>malemale</td>\n",
              "      <td>77.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>SOTON/O.Q. 3101262SOTON/O.Q. 3101262</td>\n",
              "      <td>14.5000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>416</th>\n",
              "      <td>2616</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>Ware, Mr. FrederickWare, Mr. Frederick</td>\n",
              "      <td>malemale</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>359309359309</td>\n",
              "      <td>16.1000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>SS</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>417</th>\n",
              "      <td>2618</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>Peter, Master. Michael JPeter, Master. Michael J</td>\n",
              "      <td>malemale</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2</td>\n",
              "      <td>2</td>\n",
              "      <td>26682668</td>\n",
              "      <td>44.7166</td>\n",
              "      <td>NaN</td>\n",
              "      <td>CC</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>418 rows × 12 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-3612c295-297f-4e39-ba10-e08ca1ae0ea6')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ti[\"Age\"].value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0MJvLI9d1Q9F",
        "outputId": "7b703dce-7aa6-4bae-d105-52497d14b4e4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "21.0    17\n",
              "24.0    17\n",
              "22.0    16\n",
              "30.0    15\n",
              "18.0    13\n",
              "        ..\n",
              "76.0     1\n",
              "28.5     1\n",
              "22.5     1\n",
              "62.0     1\n",
              "38.5     1\n",
              "Name: Age, Length: 79, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ti.sort_values(by=\"Age\")"
      ],
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        "id": "r9sTG_Rb1iXq",
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      "execution_count": null,
      "outputs": [
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              "   PassengerId  Survived  Pclass  \\\n",
              "0          892         0       3   \n",
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              "2          894         0       2   \n",
              "3          895         0       3   \n",
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              "2                     Myles, Mr. Thomas Francis    male  62.0      0      0   \n",
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              "4  Hirvonen, Mrs. Alexander (Helga E Lindqvist)  female  22.0      1      1   \n",
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    {
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        "ti.drop('PassengerId',axis=1)"
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              "     Survived  Pclass                                          Name     Sex  \\\n",
              "0           0       3                              Kelly, Mr. James    male   \n",
              "1           1       3              Wilkes, Mrs. James (Ellen Needs)  female   \n",
              "2           0       2                     Myles, Mr. Thomas Francis    male   \n",
              "3           0       3                              Wirz, Mr. Albert    male   \n",
              "4           1       3  Hirvonen, Mrs. Alexander (Helga E Lindqvist)  female   \n",
              "..        ...     ...                                           ...     ...   \n",
              "413         0       3                            Spector, Mr. Woolf    male   \n",
              "414         1       1                  Oliva y Ocana, Dona. Fermina  female   \n",
              "415         0       3                  Saether, Mr. Simon Sivertsen    male   \n",
              "416         0       3                           Ware, Mr. Frederick    male   \n",
              "417         0       3                      Peter, Master. Michael J    male   \n",
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              "      <td>Oliva y Ocana, Dona. Fermina</td>\n",
              "      <td>female</td>\n",
              "      <td>39.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>PC 17758</td>\n",
              "      <td>108.9000</td>\n",
              "      <td>C105</td>\n",
              "      <td>C</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>415</th>\n",
              "      <td>0</td>\n",
              "      <td>3</td>\n",
              "      <td>Saether, Mr. Simon Sivertsen</td>\n",
              "      <td>male</td>\n",
              "      <td>38.5</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>SOTON/O.Q. 3101262</td>\n",
              "      <td>7.2500</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>416</th>\n",
              "      <td>0</td>\n",
              "      <td>3</td>\n",
              "      <td>Ware, Mr. Frederick</td>\n",
              "      <td>male</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>359309</td>\n",
              "      <td>8.0500</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>417</th>\n",
              "      <td>0</td>\n",
              "      <td>3</td>\n",
              "      <td>Peter, Master. Michael J</td>\n",
              "      <td>male</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>2668</td>\n",
              "      <td>22.3583</td>\n",
              "      <td>NaN</td>\n",
              "      <td>C</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>418 rows × 11 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-78366ba7-57be-49b5-9c5f-7b008d86775f')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\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",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-78366ba7-57be-49b5-9c5f-7b008d86775f button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-78366ba7-57be-49b5-9c5f-7b008d86775f');\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",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ti.drop([1,2,3,4],axis=0)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 463
        },
        "id": "vNiAPowoObBa",
        "outputId": "83b8582c-9c0f-42fb-918b-cf9a51cec722"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "     PassengerId  Survived  Pclass                                       Name  \\\n",
              "0            892         0       3                           Kelly, Mr. James   \n",
              "5            897         0       3                 Svensson, Mr. Johan Cervin   \n",
              "6            898         1       3                       Connolly, Miss. Kate   \n",
              "7            899         0       2               Caldwell, Mr. Albert Francis   \n",
              "8            900         1       3  Abrahim, Mrs. Joseph (Sophie Halaut Easu)   \n",
              "..           ...       ...     ...                                        ...   \n",
              "413         1305         0       3                         Spector, Mr. Woolf   \n",
              "414         1306         1       1               Oliva y Ocana, Dona. Fermina   \n",
              "415         1307         0       3               Saether, Mr. Simon Sivertsen   \n",
              "416         1308         0       3                        Ware, Mr. Frederick   \n",
              "417         1309         0       3                   Peter, Master. Michael J   \n",
              "\n",
              "        Sex   Age  SibSp  Parch              Ticket      Fare Cabin Embarked  \n",
              "0      male  34.5      0      0              330911    7.8292   NaN        Q  \n",
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              "6    female  30.0      0      0              330972    7.6292   NaN        Q  \n",
              "7      male  26.0      1      1              248738   29.0000   NaN        S  \n",
              "8    female  18.0      0      0                2657    7.2292   NaN        C  \n",
              "..      ...   ...    ...    ...                 ...       ...   ...      ...  \n",
              "413    male   NaN      0      0           A.5. 3236    8.0500   NaN        S  \n",
              "414  female  39.0      0      0            PC 17758  108.9000  C105        C  \n",
              "415    male  38.5      0      0  SOTON/O.Q. 3101262    7.2500   NaN        S  \n",
              "416    male   NaN      0      0              359309    8.0500   NaN        S  \n",
              "417    male   NaN      1      1                2668   22.3583   NaN        C  \n",
              "\n",
              "[414 rows x 12 columns]"
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              "      <td>1305</td>\n",
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              "      <td>1306</td>\n",
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              "      <td>Oliva y Ocana, Dona. Fermina</td>\n",
              "      <td>female</td>\n",
              "      <td>39.0</td>\n",
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              "      <td>1307</td>\n",
              "      <td>0</td>\n",
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              "      <td>Saether, Mr. Simon Sivertsen</td>\n",
              "      <td>male</td>\n",
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              "      <td>7.2500</td>\n",
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              "      <td>8.0500</td>\n",
              "      <td>NaN</td>\n",
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              "      <th>417</th>\n",
              "      <td>1309</td>\n",
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              "      <td>male</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>2668</td>\n",
              "      <td>22.3583</td>\n",
              "      <td>NaN</td>\n",
              "      <td>C</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>414 rows × 12 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d65698f2-7a35-4cc0-9246-cf161b461f5e')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\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",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-d65698f2-7a35-4cc0-9246-cf161b461f5e button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-d65698f2-7a35-4cc0-9246-cf161b461f5e');\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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              "          element.appendChild(docLink);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ti.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 204
        },
        "id": "ISufUsScOt9t",
        "outputId": "cac1d615-67f5-47dd-afa3-ca67d9407885"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   PassengerId  Survived  Pclass  \\\n",
              "0          892         0       3   \n",
              "1          893         1       3   \n",
              "2          894         0       2   \n",
              "3          895         0       3   \n",
              "4          896         1       3   \n",
              "\n",
              "                                           Name     Sex   Age  SibSp  Parch  \\\n",
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            "<ipython-input-11-34252ffbbeb9>:1: FutureWarning: The default value of numeric_only in DataFrame.sum is deprecated. In a future version, it will default to False. In addition, specifying 'numeric_only=None' is deprecated. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
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              "Sex            malefemalemalemalefemalemalefemalemalefemalema...\n",
              "Age                                                      10050.5\n",
              "SibSp                                                        187\n",
              "Parch                                                        164\n",
              "Ticket         3309113632722402763151543101298753833097224873...\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>3701</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>418 rows × 12 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-ba4e6328-6089-492e-8497-599253e01316')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\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",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-ba4e6328-6089-492e-8497-599253e01316 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-ba4e6328-6089-492e-8497-599253e01316');\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",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#operations using matplotlib"
      ],
      "metadata": {
        "id": "ZuYxyjCkRdDJ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "ti.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 204
        },
        "id": "6-Dq0x-PUk7N",
        "outputId": "b071fdcf-47c1-495b-c0dd-4a06ea4ee6d4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   PassengerId  Survived  Pclass  \\\n",
              "0          892         0       3   \n",
              "1          893         1       3   \n",
              "2          894         0       2   \n",
              "3          895         0       3   \n",
              "4          896         1       3   \n",
              "\n",
              "                                           Name     Sex   Age  SibSp  Parch  \\\n",
              "0                              Kelly, Mr. James    male  34.5      0      0   \n",
              "1              Wilkes, Mrs. James (Ellen Needs)  female  47.0      1      0   \n",
              "2                     Myles, Mr. Thomas Francis    male  62.0      0      0   \n",
              "3                              Wirz, Mr. Albert    male  27.0      0      0   \n",
              "4  Hirvonen, Mrs. Alexander (Helga E Lindqvist)  female  22.0      1      1   \n",
              "\n",
              "    Ticket     Fare Cabin Embarked  \n",
              "0   330911   7.8292   NaN        Q  \n",
              "1   363272   7.0000   NaN        S  \n",
              "2   240276   9.6875   NaN        Q  \n",
              "3   315154   8.6625   NaN        S  \n",
              "4  3101298  12.2875   NaN        S  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-0f70de78-be0a-4ea5-b985-ad383cdbddcb\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "\n",
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              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>PassengerId</th>\n",
              "      <th>Survived</th>\n",
              "      <th>Pclass</th>\n",
              "      <th>Name</th>\n",
              "      <th>Sex</th>\n",
              "      <th>Age</th>\n",
              "      <th>SibSp</th>\n",
              "      <th>Parch</th>\n",
              "      <th>Ticket</th>\n",
              "      <th>Fare</th>\n",
              "      <th>Cabin</th>\n",
              "      <th>Embarked</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>892</td>\n",
              "      <td>0</td>\n",
              "      <td>3</td>\n",
              "      <td>Kelly, Mr. James</td>\n",
              "      <td>male</td>\n",
              "      <td>34.5</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>330911</td>\n",
              "      <td>7.8292</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Q</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>893</td>\n",
              "      <td>1</td>\n",
              "      <td>3</td>\n",
              "      <td>Wilkes, Mrs. James (Ellen Needs)</td>\n",
              "      <td>female</td>\n",
              "      <td>47.0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>363272</td>\n",
              "      <td>7.0000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>894</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>Myles, Mr. Thomas Francis</td>\n",
              "      <td>male</td>\n",
              "      <td>62.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>240276</td>\n",
              "      <td>9.6875</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Q</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>895</td>\n",
              "      <td>0</td>\n",
              "      <td>3</td>\n",
              "      <td>Wirz, Mr. Albert</td>\n",
              "      <td>male</td>\n",
              "      <td>27.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>315154</td>\n",
              "      <td>8.6625</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>896</td>\n",
              "      <td>1</td>\n",
              "      <td>3</td>\n",
              "      <td>Hirvonen, Mrs. Alexander (Helga E Lindqvist)</td>\n",
              "      <td>female</td>\n",
              "      <td>22.0</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>3101298</td>\n",
              "      <td>12.2875</td>\n",
              "      <td>NaN</td>\n",
              "      <td>S</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0f70de78-be0a-4ea5-b985-ad383cdbddcb')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\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",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-0f70de78-be0a-4ea5-b985-ad383cdbddcb button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-0f70de78-be0a-4ea5-b985-ad383cdbddcb');\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",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.hist(ti['Age'],bins=30,color='r')\n",
        "plt.title('AGE GRAPH')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 469
        },
        "id": "wBz-YLshUzz-",
        "outputId": "98b7a039-d41b-4cca-f8a5-3f3d14ba0a06"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'AGE GRAPH')"
            ]
          },
          "metadata": {},
          "execution_count": 29
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.hist(ti['Fare'],bins=40,color='g')\n",
        "plt.title('FARE GRAPH')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 469
        },
        "id": "tUrcnd2FU8pj",
        "outputId": "60c07c10-14c2-420f-c9b9-2c734205cdfe"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'FARE GRAPH')"
            ]
          },
          "metadata": {},
          "execution_count": 31
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.hist(ti['PassengerId'],bins=20,color='pink')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 532
        },
        "id": "5lVqFmTLVPku",
        "outputId": "a0ac270f-7765-4f1f-9b1a-0b18db209e2a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([21., 21., 21., 21., 21., 21., 20., 21., 21., 21., 21., 21., 21.,\n",
              "        20., 21., 21., 21., 21., 21., 21.]),\n",
              " array([ 892.  ,  912.85,  933.7 ,  954.55,  975.4 ,  996.25, 1017.1 ,\n",
              "        1037.95, 1058.8 , 1079.65, 1100.5 , 1121.35, 1142.2 , 1163.05,\n",
              "        1183.9 , 1204.75, 1225.6 , 1246.45, 1267.3 , 1288.15, 1309.  ]),\n",
              " <BarContainer object of 20 artists>)"
            ]
          },
          "metadata": {},
          "execution_count": 34
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.hist(ti['Pclass'],bins=20,color='y')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 515
        },
        "id": "jhJwGFuTVeB9",
        "outputId": "e042de07-cbef-4748-c52c-48b65eee8a95"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([107.,   0.,   0.,   0.,   0.,   0.,   0.,   0.,   0.,   0.,  93.,\n",
              "          0.,   0.,   0.,   0.,   0.,   0.,   0.,   0., 218.]),\n",
              " array([1. , 1.1, 1.2, 1.3, 1.4, 1.5, 1.6, 1.7, 1.8, 1.9, 2. , 2.1, 2.2,\n",
              "        2.3, 2.4, 2.5, 2.6, 2.7, 2.8, 2.9, 3. ]),\n",
              " <BarContainer object of 20 artists>)"
            ]
          },
          "metadata": {},
          "execution_count": 38
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "p=ti['PassengerId']\n",
        "f=ti['Fare']\n",
        "t=ti['Ticket']\n",
        "a=ti['Age']\n",
        "n=ti['Name']\n",
        "pc=ti['Pclass']"
      ],
      "metadata": {
        "id": "uPbH-gytV2xF"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(a,color='g')\n",
        "plt.title('AGE GRAPH')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 469
        },
        "id": "_2NiMQtJbCOs",
        "outputId": "73616c01-25f6-4130-c6ab-ea3c2024fe25"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'AGE GRAPH')"
            ]
          },
          "metadata": {},
          "execution_count": 48
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(p,color='y')\n",
        "plt.title('PASSENGER ID GRAPH')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 469
        },
        "id": "RLUNuhccbF-B",
        "outputId": "7551ffa8-34d0-4363-8747-12a64a7d9d5c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'PASSENGER ID GRAPH')"
            ]
          },
          "metadata": {},
          "execution_count": 47
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(p,color='r',linestyle=':',linewidth='60')\n",
        "plt.title('PASSENGER ID GRAPH')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 469
        },
        "id": "ZKwiBs8DbQbF",
        "outputId": "0265d528-c5f2-471b-a360-72e790ee4151"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'PASSENGER ID GRAPH')"
            ]
          },
          "metadata": {},
          "execution_count": 46
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(a,p)\n",
        "plt.title('PASSENGER ID VS AGE')\n",
        "plt.xlabel('Age')\n",
        "plt.ylabel('PassengerId')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 489
        },
        "id": "AIPZ0P-IbgLC",
        "outputId": "db924e67-f847-4b06-e192-b8a77845c3b5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'PassengerId')"
            ]
          },
          "metadata": {},
          "execution_count": 52
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(p,f,color='pink',linestyle='-')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "Mx5hTCceb_et",
        "outputId": "714257a5-31e1-4008-c6ab-76ed12062439"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f00017abbe0>]"
            ]
          },
          "metadata": {},
          "execution_count": 63
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(t)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "vL1iWPDtcimi",
        "outputId": "e69aeada-5cf8-4f6f-fda4-9fcf5718da32"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f00015d35e0>]"
            ]
          },
          "metadata": {},
          "execution_count": 64
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(f,color='black')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "CkDQNngUdfbN",
        "outputId": "1b8a3d0b-ab3d-45a6-ba33-09d45a3916fb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f00013dc7c0>]"
            ]
          },
          "metadata": {},
          "execution_count": 67
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.bar(f,p,color='g')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "hQUfT75_dmEQ",
        "outputId": "e94c07f2-b2dd-4b32-deda-0e2db0596dfa"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<BarContainer object of 418 artists>"
            ]
          },
          "metadata": {},
          "execution_count": 69
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.bar(a,f,color='orange')\n",
        "plt.title(\"Bar Plot\")\n",
        "plt.xlabel(\"AGE\")\n",
        "plt.ylabel(\"FARE\")\n",
        "plt.grid(True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "g2axQSpbd7X0",
        "outputId": "9f2ffb61-a92a-489e-f980-de7e0369c3b4"
      },
      "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": "code",
      "source": [
        "plt.barh(a,f,color='grey')\n",
        "plt.title(\"Bar Plot\")\n",
        "plt.xlabel(\"FARE\")\n",
        "plt.ylabel(\"AGE\")\n",
        "plt.grid(True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "emtnHjQHeMgG",
        "outputId": "2166d6c7-0a8b-4fec-df16-5ab481cd8a45"
      },
      "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": "code",
      "source": [
        "plt.scatter(a,f,color='black',marker='*')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "JkYAxud1eXmO",
        "outputId": "3d9615b8-516b-49b3-e2ba-522ceb562358"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7f000037fb20>"
            ]
          },
          "metadata": {},
          "execution_count": 79
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(a,t,color='indigo',marker='*')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "1QOOLlPXejhC",
        "outputId": "a3c72d2c-a2c5-4ac0-8784-06004943b0d0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7f0000248cd0>"
            ]
          },
          "metadata": {},
          "execution_count": 81
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(f,a,marker='*',c='g',s=50)\n",
        "plt.scatter(p,a,marker='.',c='b',s=20)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "PgMDcqcvhSOZ",
        "outputId": "f4a55744-9020-4b85-9205-da4bd7800c18"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7efffbb54250>"
            ]
          },
          "metadata": {},
          "execution_count": 84
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.subplot(1,2,1)\n",
        "plt.scatter(f,a,marker='*',c='pink',s=100)\n",
        "plt.title('SUBPLOT')\n",
        "plt.xlabel('FARE')\n",
        "plt.ylabel('AGE')\n",
        "\n",
        "\n",
        "plt.subplot(1,2,2)\n",
        "plt.scatter(p,a,marker='.',c='orange',s=200)\n",
        "plt.title('SUBPLOT')\n",
        "plt.xlabel('PASSENGER ID')\n",
        "plt.ylabel('AGE')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 489
        },
        "id": "r16bqgFwhi5C",
        "outputId": "6e3f9488-fd00-4ec6-9b13-6bec8f968a28"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'AGE')"
            ]
          },
          "metadata": {},
          "execution_count": 87
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(ti['Age'],ti['Fare'],marker='*',color='black',s=20)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "kh6eCK2_h4Gp",
        "outputId": "b7e92dec-f34c-4a47-e051-ee4d4349f347"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7efffbf11ba0>"
            ]
          },
          "metadata": {},
          "execution_count": 90
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(ti['PassengerId'],ti['Fare'],marker='*',color='black',s=20)\n",
        "plt.xlabel('PASSENGER ID')\n",
        "plt.ylabel('FARE')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 466
        },
        "id": "VDV1m6fLkQAL",
        "outputId": "44f2bd23-e492-484c-99c3-f74f80cbde74"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'FARE')"
            ]
          },
          "metadata": {},
          "execution_count": 92
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(ti['Age'],ti['Fare'],marker='.',color='b',s=20)\n",
        "plt.scatter(ti['PassengerId'],ti['Fare'],marker='*',color='black',s=30)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "yHqfWCkDkdV-",
        "outputId": "856d307f-c608-4ebb-eb6f-82e0c024c1e4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7efffbe13430>"
            ]
          },
          "metadata": {},
          "execution_count": 94
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "nLin1lS9o7kr"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}