Seaborn.ipynb

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      "source": [
        "**Seaborn Tutorial**"
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        "id": "i9sSHLO4-ljT"
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    },
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      "cell_type": "markdown",
      "source": [
        "**Distribution plots**"
      ],
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        "id": "iskQIKY6-sfJ"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "-distplot\n",
        "-joinplot\n",
        "-pairplot"
      ],
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        "id": "5iBNU8BB-1wE"
      }
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      "execution_count": null,
      "metadata": {
        "id": "9r9hPdPe-ICp"
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      "source": [
        "import seaborn as sns        #importing libarary\n",
        "import pandas as pd"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df=sns.load_dataset('tips')       # importing dataset"
      ],
      "metadata": {
        "id": "K27iAAZtV7tZ"
      },
      "execution_count": null,
      "outputs": []
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        "df"
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              "     total_bill   tip     sex smoker   day    time  size\n",
              "0         16.99  1.01  Female     No   Sun  Dinner     2\n",
              "1         10.34  1.66    Male     No   Sun  Dinner     3\n",
              "2         21.01  3.50    Male     No   Sun  Dinner     3\n",
              "3         23.68  3.31    Male     No   Sun  Dinner     2\n",
              "4         24.59  3.61  Female     No   Sun  Dinner     4\n",
              "..          ...   ...     ...    ...   ...     ...   ...\n",
              "239       29.03  5.92    Male     No   Sat  Dinner     3\n",
              "240       27.18  2.00  Female    Yes   Sat  Dinner     2\n",
              "241       22.67  2.00    Male    Yes   Sat  Dinner     2\n",
              "242       17.82  1.75    Male     No   Sat  Dinner     2\n",
              "243       18.78  3.00  Female     No  Thur  Dinner     2\n",
              "\n",
              "[244 rows x 7 columns]"
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              "      <td>17.82</td>\n",
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              "                                                     [key], {});\n",
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              "(244, 7)"
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            "text/plain": [
              "   total_bill   tip     sex smoker  day    time  size\n",
              "0       16.99  1.01  Female     No  Sun  Dinner     2\n",
              "1       10.34  1.66    Male     No  Sun  Dinner     3\n",
              "2       21.01  3.50    Male     No  Sun  Dinner     3\n",
              "3       23.68  3.31    Male     No  Sun  Dinner     2\n",
              "4       24.59  3.61  Female     No  Sun  Dinner     4"
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              "                                                     [key], {});\n",
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              "\n",
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        "df.tail()"
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      "execution_count": null,
      "outputs": [
        {
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          "data": {
            "text/plain": [
              "     total_bill   tip     sex smoker   day    time  size\n",
              "239       29.03  5.92    Male     No   Sat  Dinner     3\n",
              "240       27.18  2.00  Female    Yes   Sat  Dinner     2\n",
              "241       22.67  2.00    Male    Yes   Sat  Dinner     2\n",
              "242       17.82  1.75    Male     No   Sat  Dinner     2\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Corelation with Heatmap**"
      ],
      "metadata": {
        "id": "hn3dw5lOJ5TU"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "A Coleration heatmap user colored cells, typically in amonochromatic scale to show a 2d correlation matrix betweentwo dicrete emensions or events types it is very important in feture section"
      ],
      "metadata": {
        "id": "Cigx_t0lLETD"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.corr()   #it also define as symteric metrix"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 143
        },
        "id": "xnJ0IjKuKA5m",
        "outputId": "a25687ac-ce04-4e6d-ff48-46a294f46d2a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            total_bill       tip      size\n",
              "total_bill    1.000000  0.675734  0.598315\n",
              "tip           0.675734  1.000000  0.489299\n",
              "size          0.598315  0.489299  1.000000"
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              "      <th>total_bill</th>\n",
              "      <td>1.000000</td>\n",
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              "    <tr>\n",
              "      <th>tip</th>\n",
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              "      <td>0.489299</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>size</th>\n",
              "      <td>0.598315</td>\n",
              "      <td>0.489299</td>\n",
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              "\n",
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              "  </style>\n",
              "\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-488b761f-0246-4fed-9075-cbf6ecc04f57 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-488b761f-0246-4fed-9075-cbf6ecc04f57');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "    </div>\n",
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              "  "
            ]
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          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.dtypes"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "4hNlkZo5Lykd",
        "outputId": "d2b9a9df-079f-41d4-8a86-c1b64f612701"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "total_bill     float64\n",
              "tip            float64\n",
              "sex           category\n",
              "smoker        category\n",
              "day           category\n",
              "time          category\n",
              "size             int64\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.heatmap(df.corr())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 287
        },
        "id": "JupvWlr_MGTm",
        "outputId": "ecd29eab-9136-4ec6-a873-66080dd64ca6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8d066d4f0>"
            ]
          },
          "metadata": {},
          "execution_count": 9
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Joint** **Plot**"
      ],
      "metadata": {
        "id": "68F8lkMeMkhW"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "A joint plot aloow to study the relationship between 2 numeric value The central chart display their correlation it is ussually a scatterplot a hexbin plot a 2D histogram or a 2D density plot"
      ],
      "metadata": {
        "id": "dz6SJXzsNR3p"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Univariate Analysis**"
      ],
      "metadata": {
        "id": "ZHjnxRtuQ1rg"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.jointplot(x='tip',y='total_bill',data=df,kind='hex')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 458
        },
        "id": "9r_WWrxSMpOt",
        "outputId": "0fbfce39-f73c-4175-dda4-fbf967f526ab"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.JointGrid at 0x7fb8cdd73580>"
            ]
          },
          "metadata": {},
          "execution_count": 10
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x432 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.jointplot(x='tip',y='total_bill',data=df,kind='reg')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 458
        },
        "id": "gC84K58tRXRh",
        "outputId": "dde9a356-d447-4ce3-c0c0-fc45f3353635"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.JointGrid at 0x7fb8cd8cd670>"
            ]
          },
          "metadata": {},
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x432 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Pair** **Plot**"
      ],
      "metadata": {
        "id": "mZz9udLoRxEQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 567
        },
        "id": "aRL0xykFRqGt",
        "outputId": "e356ac8f-2ca0-40ba-b90b-a84efbb703ee"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.PairGrid at 0x7fb8cb6cb9a0>"
            ]
          },
          "metadata": {},
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 540x540 with 12 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(df,hue='sex')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 567
        },
        "id": "cR-XR9xmSDqs",
        "outputId": "131a4a49-516d-4882-898f-4ff7e5a40f99"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.PairGrid at 0x7fb8cb2c5df0>"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 612.125x540 with 12 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Dist Plot**\n",
        "Dist plot helps us to check the distributions of the coloumn feature"
      ],
      "metadata": {
        "id": "yQbG8JFfTCVz"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.distplot(df['tip'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "ER4X3AbYTCEY",
        "outputId": "65b97801-59d6-4756-c237-531c5d132825"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "  warnings.warn(msg, FutureWarning)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c93ec370>"
            ]
          },
          "metadata": {},
          "execution_count": 15
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.distplot(df['tip'],kde=False)\n",
        "# KDE means the special line is notshown\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "Snhf2MAzT_YZ",
        "outputId": "4d0f1664-075d-4c94-9167-95bea9b662fa"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "  warnings.warn(msg, FutureWarning)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c92d3040>"
            ]
          },
          "metadata": {},
          "execution_count": 16
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.distplot(df['tip'],kde=False,bins=10)\n",
        "#BINS mean width \n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "4aBKY8LXURav",
        "outputId": "07ec3478-45c9-40da-f93d-3d41992ebfd8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8caf4a220>"
            ]
          },
          "metadata": {},
          "execution_count": 17
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Categorical** **plot**"
      ],
      "metadata": {
        "id": "-CuUQySQ9_RZ"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "violinplot\n",
        "countplot\n",
        "barplot\n",
        "boxplot"
      ],
      "metadata": {
        "id": "KGtut2AM-IOR"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#COUNTPLOT\n",
        "sns.countplot('sex',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "2iFCDbRf-FTz",
        "outputId": "166f6a81-2ab5-48d2-ca96-f9e66277adc4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c92e3820>"
            ]
          },
          "metadata": {},
          "execution_count": 18
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df['sex'].count()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "v_J93hgjB3W6",
        "outputId": "a50b5dd0-ada6-42c3-c86b-39dd0d5db115"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "244"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot('day',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "UAlwV47RAAvQ",
        "outputId": "8949a264-2fd3-4feb-dcb8-6c93db417762"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c91ed6a0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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4pfm5HHhTVT0TeD/d1Rqr6qvAiiQvAZZU1S1jm1DaDcMvze3LwFlJliU5EHh1t/5A4N7u/P05s7a5EvgbPNrXIuVF2qQ9SPJeBtdj3wLcBXydwd8LeCewFbgROLCqzu0e/1TgduDwqto2jpmluRh+aYF1f8/2zKp6w7hnkXbF6/FLCyjJJcArGLwCSFqUPOKXpMb45K4kNcbwS1JjDL8kNcbwS1JjDL8kNeb/AZAIY3fngD8aAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot('sex',data=df,palette=[\"#fc9272\"])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "PrgIGpZ1AxMe",
        "outputId": "f5b4a2d0-dee2-4256-e480-5318f5178eda"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c91bdc40>"
            ]
          },
          "metadata": {},
          "execution_count": 21
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#barplot\n",
        "sns.barplot(x='total_bill',y='smoker',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "CcomutA0Dy6t",
        "outputId": "d1a0516c-baf6-42a5-eaf8-33f464a55744"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c9116cd0>"
            ]
          },
          "metadata": {},
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#barplot\n",
        "sns.barplot(y='sex',x='total_bill',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "fKnkFtiWEzd7",
        "outputId": "d4a50040-7e17-4a69-bf8f-f8b9898c4b56"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8d06cc8b0>"
            ]
          },
          "metadata": {},
          "execution_count": 23
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Box plot**"
      ],
      "metadata": {
        "id": "XbrSjXdOGpuk"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "A box and wishker plot (something called a boxplot) is a graph that present the information from a five number summry"
      ],
      "metadata": {
        "id": "JaQ19HGPG0DD"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot('sex','total_bill',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "KzE05dK5GMJ7",
        "outputId": "1d0e6fea-e7f5-46f4-8d35-663949d64ee0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c90b52e0>"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VW3yK7kDHYnT",
        "outputId": "a9fd31df-a592-4966-84ff-8843b3c674ea"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(244, 7)"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(y='total_bill',x='smoker',data=df,color='r')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "gzb0WyUYJ0A6",
        "outputId": "36ac84e5-eec2-4bb1-d24a-6c02b866c583"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c908eb50>"
            ]
          },
          "metadata": {},
          "execution_count": 26
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(data=df,orient='v')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 283
        },
        "id": "XB3_XSNGK61I",
        "outputId": "6cde64ba-115e-402f-e9d6-d1867bfcbea0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c8d6f0d0>"
            ]
          },
          "metadata": {},
          "execution_count": 31
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot('day','total_bill',hue='smoker',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "4alnZFYfOFzG",
        "outputId": "0e2d05a0-6a5e-4ecb-9f5a-cbded8721688"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c8f8e970>"
            ]
          },
          "metadata": {},
          "execution_count": 28
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Violin Plot**\n",
        "Viollin Plot up to see both distribution of data in items kernel density estimation and the box plot"
      ],
      "metadata": {
        "id": "oc24JRZfOzAX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.violinplot(x='day',y='total_bill',data=df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "1oGQLiOIOqtT",
        "outputId": "15c7ffb7-fa99-4e75-9de7-2ff2d8392d97"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fb8c8e7ca90>"
            ]
          },
          "metadata": {},
          "execution_count": 29
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}