hha507assignment3b.ipynb

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        "<a href=\"https://colab.research.google.com/github/c-susan/datasci_3b_visualization/blob/main/hha507assignment3b.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "cell_type": "markdown",
      "source": [
        "# **Loading in Packages**"
      ],
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        "id": "KEUHaFpv-Pqw"
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      "source": [
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Seaborn Visualizations**"
      ],
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      "source": [
        "# Getting a list of datasets available in seaborn\n",
        "sns.get_dataset_names()"
      ],
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        },
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      "execution_count": 64,
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            "text/plain": [
              "['anagrams',\n",
              " 'anscombe',\n",
              " 'attention',\n",
              " 'brain_networks',\n",
              " 'car_crashes',\n",
              " 'diamonds',\n",
              " 'dots',\n",
              " 'dowjones',\n",
              " 'exercise',\n",
              " 'flights',\n",
              " 'fmri',\n",
              " 'geyser',\n",
              " 'glue',\n",
              " 'healthexp',\n",
              " 'iris',\n",
              " 'mpg',\n",
              " 'penguins',\n",
              " 'planets',\n",
              " 'seaice',\n",
              " 'taxis',\n",
              " 'tips',\n",
              " 'titanic']"
            ]
          },
          "metadata": {},
          "execution_count": 64
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **Pairplot**\n",
        "\n",
        "> Using seaborn pairplot to visualize data.\n",
        "\n"
      ],
      "metadata": {
        "id": "oqly3WfUQFKB"
      }
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      "source": [
        "# Loading in the 'flights' datasets from seaborn\n",
        "df = sns.load_dataset('flights')\n",
        "df"
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      "execution_count": 35,
      "outputs": [
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            "text/plain": [
              "     year month  passengers\n",
              "0    1949   Jan         112\n",
              "1    1949   Feb         118\n",
              "2    1949   Mar         132\n",
              "3    1949   Apr         129\n",
              "4    1949   May         121\n",
              "..    ...   ...         ...\n",
              "139  1960   Aug         606\n",
              "140  1960   Sep         508\n",
              "141  1960   Oct         461\n",
              "142  1960   Nov         390\n",
              "143  1960   Dec         432\n",
              "\n",
              "[144 rows x 3 columns]"
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        "# The 'flights' dataset is visualized with seaborn pairplot.\n",
        "## As shown in the graph, the number of passengers increases with each passing year.\n",
        "## In addition, the pairplot also shows increased passenger counts during certain months, which indicates increased traveling during certain months.\n",
        "sns.pairplot(df, hue='month', x_vars=['year'], y_vars=['passengers'], height=3, aspect=1.5)"
      ],
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              "<seaborn.axisgrid.PairGrid at 0x7a95b39eb610>"
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              "<Figure size 528.875x300 with 1 Axes>"
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **Heatmap**\n",
        "\n",
        "> Using seaborn heatmap to visualize data.\n",
        "\n"
      ],
      "metadata": {
        "id": "U4DKsbmdQZsX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# The seaborn 'flights' data is also used for the heatmap visualization\n",
        "\n",
        "## Using pivot, the data is reorganized into a matrix in order to plot the heatmap.\n",
        "## The 'month' column will become the index, the 'year' column would become the new columns, and 'passengers' will fill out the values of the cells.\n",
        "pivot = df.pivot(\"month\", \"year\", \"passengers\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "giCXvNJMRzBF",
        "outputId": "46ec90d4-ac80-4b0c-9832-caca9082beab"
      },
      "execution_count": 98,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-98-be1ca092ebec>:5: FutureWarning: In a future version of pandas all arguments of DataFrame.pivot will be keyword-only.\n",
            "  pivot = df.pivot(\"month\", \"year\", \"passengers\")\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Creating a heatmap using seaborn and matplotlib.pyplot\n",
        "plt.figure(figsize=(10, 7))\n",
        "\n",
        "sns.heatmap(pivot, annot=True, fmt=\"d\", cmap=\"YlGnBu\", cbar=True)\n",
        "\n",
        "plt.title(\"Number of Passengers by Month and Year\")\n",
        "plt.xlabel(\"Year\")\n",
        "plt.ylabel(\"Month\")\n",
        "plt.show()\n",
        "\n",
        "## As shown on the heatmap, the number of passengers started to increase around 1952/1953.\n",
        "## There is a larger amount of passengers in the summer months, June to August.\n",
        "## In the year 1960, July and August had the most passengers, shown by the dark blue color."
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "nFn9kyOJfPHX",
        "outputId": "5926e107-470d-43a3-c20e-33e8b78ac915"
      },
      "execution_count": 99,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x700 with 2 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **Categorical Plot**\n",
        "\n",
        "> Using seaborn catplot to visualize categorical data.\n",
        "\n"
      ],
      "metadata": {
        "id": "ymfKmLe8gkwI"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "## Loading the seaborn 'titanic' dataset to be used in this visualization.\n",
        "df1 = sns.load_dataset('titanic')\n",
        "df1.sample(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 204
        },
        "id": "MonsufGzhAL2",
        "outputId": "6cfb9328-0c6e-40da-ff44-4fc6cd3f0478"
      },
      "execution_count": 100,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     survived  pclass     sex   age  sibsp  parch      fare embarked  class  \\\n",
              "573         1       3  female   NaN      0      0    7.7500        Q  Third   \n",
              "537         1       1  female  30.0      0      0  106.4250        C  First   \n",
              "804         1       3    male  27.0      0      0    6.9750        S  Third   \n",
              "822         0       1    male  38.0      0      0    0.0000        S  First   \n",
              "707         1       1    male  42.0      0      0   26.2875        S  First   \n",
              "\n",
              "       who  adult_male deck  embark_town alive  alone  \n",
              "573  woman       False  NaN   Queenstown   yes   True  \n",
              "537  woman       False  NaN    Cherbourg   yes   True  \n",
              "804    man        True  NaN  Southampton   yes   True  \n",
              "822    man        True  NaN  Southampton    no   True  \n",
              "707    man        True    E  Southampton   yes   True  "
            ],
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              "      <td>42.0</td>\n",
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              "      <td>E</td>\n",
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              "        const element = document.querySelector('#df-4a2ff78d-8e2f-4977-be7e-33beda608b06');\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",
              "\n",
              "\n",
              "<div id=\"df-0d906ca4-fd91-4aac-9fff-1e68c872d47e\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-0d906ca4-fd91-4aac-9fff-1e68c872d47e')\"\n",
              "            title=\"Suggest charts.\"\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",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-0d906ca4-fd91-4aac-9fff-1e68c872d47e button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 100
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Creating a categorical plot of the 'class' column and graphed by amount of females and males in each class.\n",
        "sns.catplot(df1, x='class', hue='sex', kind='count', palette='GnBu')\n",
        "\n",
        "# Using matplotlib.pyplot to provide the title and x,y labels of the graph.\n",
        "plt.title('Passengers by Sex and Class')\n",
        "plt.xlabel('Class')\n",
        "plt.ylabel('Number of Passengers')\n",
        "plt.show()\n",
        "\n",
        "## As shown on the graph, there are a higher number of males than females in each of the three classes.\n",
        "## The 2nd class as the least number of passengers as compared to the 1st and 3rd class, with the 3rd class having the most passengers.\n",
        "## The 3rd class have the greatest number of males when compared to the other two classes."
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 529
        },
        "id": "F1Fnic7KhoHo",
        "outputId": "8fff2ac4-66f8-47e8-c4fd-5500eeafd28c"
      },
      "execution_count": 106,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 598x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**_____________________________________________________________________________________________________________**"
      ],
      "metadata": {
        "id": "yCQgJsWGNVZz"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Plotly Visualizations**"
      ],
      "metadata": {
        "id": "DTAkgSdTPgOw"
      }
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "SV-Gj1BTPsDj"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}