Estatística_Gabarito.ipynb

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        "Após a década de 80 e 90, período no qual houveram diversos avanços tecnológicos e uma maior integração entre os mercados de diferentes países, o estudo e aplicação de técnicas no mercado financeiro se tornou ainda mais evidente. \n",
        "\n",
        "Neste quesito, utilizar técnicas matemáticas e estatísticas para entender o comportamento do mercado se tornou algo muito comum após o o banco\n",
        "JP Morgan divulgou seu serviço RiskMetrics divulgar o VaR (Value at Risk) que consiste em uma métrica, utilizando estatística, para estimar o máximo de valor que seu ativo poderá perder em um único dia. \n",
        "\n",
        "\n",
        "Neste contexto, iremos analisar os dados de ação da BOVESPA, a bolsa de valores do Brasil com índices diários dos últimos 3 anos. Com estes dados e seguindo o passo a passo das perguntas abaixo, iremos calcular a maior perda esperada para o meu ativo no dia posterior.\n",
        "\n",
        "Primeiro, para fazer o download dos dados, utilize o código abaixo para gerar o dataset:\n",
        "\n",
        "\n",
        "```python\n",
        "\n",
        "!pip install yfinance -q\n",
        "\n",
        "#-- Importação de bibliotecas e dados\n",
        "import pandas as pd\n",
        "import yfinance as yf\n",
        "\n",
        "msft = yf.Ticker(\"BOVA11.SA\")\n",
        "\n",
        "#-- Dataset Histórico\n",
        "hist = msft.history(interval='1d', start='2019-01-01', end='2022-07-28')\n",
        "hist['Date'] = pd.to_datetime(hist.index)\n",
        "hist['dif'] = hist['Close'] - hist['Open']\n",
        "```\n",
        "**Note que o hist é um objeto DATAFRAME do PANDAS e a coluna dif é a perda ou ganho de valor que o ativo sofreu no dia**\n",
        "\n",
        "Pensando em aplicar os conceitos de estatística vistos em aula, responda as perguntas a seguir:\n",
        "* 1 - Calcule média, desvio padrão, e a moda da coluna dif?\n",
        "* 2 - Construa um gráfico de boxplot e responda, qual é (aproximadamente) o valor do outlier mais distante?\n",
        "* 3 - Calcule a maior amplitude do dia (High - Low), qual seria a média e variância dessa amplitude para os dados?\n",
        "* 4 - Utilizando a coluna de data (agrupando por mês e ano) e o dif, qual foi o período com maior saldo negativo? (Entende-se por saldo negativo as somas das diferenças diárias)\n",
        "* 5 - Calcule os valores de dif do 1,2,3 quartil e os percentis de 25,50 e 75. Compare os resultados o que tem de comum entre eles? \n",
        "* 6 - Construa um histograma das diferenças diárias e insira no mesmo gráfico uma linha informando a média e os valores distantes a 1 e 2 desvios padrõe.\n",
        "* 7 - Faça um gráfico com os dados de Janeiro à Março de 2022 usando a coluna High e Close. Quantos dias nesse período o ativo fechou com o valor próximo do em do High (Considere até uma diferença de 0.1 próximo). Calcule esses dias e veja se está parecido com o número que chegou ao analisar o gráfico?\n",
        "* 8 - Crie uma coluna que represente o mês dos dados. Em seguida, crie um histograma para cada Mês.\n",
        "* 9 - Um variável descritiva comumente utilizada nas análises é a Assimetria. Com ela podemos saber se temos valores que deixam a Moda, Mediana e Média muito distantes entre sí. Utilizando a questão anterior e analisando a curva, ela aparenta ter qual assimetria?\n",
        "\n",
        "\n",
        "![img](https://image.slidesharecdn.com/aula20-medidasdeassimetria-121028121407-phpapp01/95/aula-20-medidas-de-assimetria-4-638.jpg?cb=1351426557)\n",
        "\n",
        "\n",
        "* 10 - Agora, utilizando o conceito acima e as fórmulas mostradas na figura abaixo, vamos calcular para saber se de fato essa distribução é simétrica. Calcule utilizando as duas formas e perceba que os va\n",
        "\n",
        "\n",
        "![img](https://slideplayer.com.br/slide/10792951/38/images/10/Coeficiente+de+Assimetria+%28As%29.jpg)\n",
        "\n"
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      "source": [
        "## 0 - Importaçao dos dados/ Bibliotecas"
      ],
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        "!pip install yfinance -q\n",
        "\n",
        "#-- Importação de bibliotecas e dados\n",
        "import pandas as pd\n",
        "import yfinance as yf\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from scipy import stats\n",
        "\n",
        "msft = yf.Ticker(\"BOVA11.SA\")\n",
        "\n",
        "#-- Dataset Histórico\n",
        "hist = msft.history(interval='1d', start='2019-01-01', end='2022-07-28')\n",
        "hist['Date'] = pd.to_datetime(hist.index)\n",
        "hist['dif'] = hist['Close'] - hist['Open']\n",
        "display(hist.head())\n",
        "display(hist.tail())"
      ],
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              "                 Open       High        Low      Close   Volume  Dividends  \\\n",
              "Date                                                                         \n",
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              "            Stock Splits       Date       dif  \n",
              "Date                                           \n",
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              "                 Open       High        Low      Close   Volume  Dividends  \\\n",
              "Date                                                                         \n",
              "2022-07-21  93.989998  95.529999  93.620003  95.349998  7765854          0   \n",
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              "            Stock Splits       Date       dif  \n",
              "Date                                           \n",
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              "      <td>96.459999</td>\n",
              "      <td>97.830002</td>\n",
              "      <td>4846166</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>2022-07-27</td>\n",
              "      <td>1.060005</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-ac529a87-2002-475a-96f4-39a90ffca464')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "        \n",
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              "  <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",
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              "    }\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",
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              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-ac529a87-2002-475a-96f4-39a90ffca464 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-ac529a87-2002-475a-96f4-39a90ffca464');\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",
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              "  "
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 1 - Calcule média, desvio padrão, e a moda da coluna dif?"
      ],
      "metadata": {
        "id": "Ook4-G2dKSzm"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#-- Média\n",
        "hist['dif'].mean()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Q6ALB-POKYxZ",
        "outputId": "23737533-285e-46a5-bf12-bf6c18b4b2a1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "-0.07477434386518148"
            ]
          },
          "metadata": {},
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#-- Desvio Padrão\n",
        "hist['dif'].std()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rEsk1SWwKqry",
        "outputId": "da701eae-49d6-4685-c8a6-b1e3bc8221c7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.1631112620322424"
            ]
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#-- Moda = 0 -> Estabilidade do ativo\n",
        "hist['dif'].value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "-PjlQt2yKt5d",
        "outputId": "baadd5ec-a18a-447a-a340-bf0701db65df"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              " 0.000000    26\n",
              " 0.500000     6\n",
              " 1.029999     6\n",
              "-0.110001     6\n",
              " 0.209999     5\n",
              "             ..\n",
              "-1.280006     1\n",
              "-1.160004     1\n",
              " 1.409996     1\n",
              " 1.820000     1\n",
              " 1.060005     1\n",
              "Name: dif, Length: 495, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 2 - Construa um gráfico de boxplot do dif e responda, qual é (aproximadamente) o valor do outlier mais distante?"
      ],
      "metadata": {
        "id": "ZjqJWv29MSbx"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#-- Aproximadamente -6\n",
        "sns.boxplot(data=hist,x='dif')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "bUIsPpfxE6eN",
        "outputId": "4d40b9cd-1fec-477a-dae5-89d63906e8e2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fbca8158450>"
            ]
          },
          "metadata": {},
          "execution_count": 5
        },
        {
          "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": [
        "## 3 - Calcule a maior amplitude do dia (High - Low), qual seria a média e variância dessa amplitude para os dados?"
      ],
      "metadata": {
        "id": "YY6XdKTQNBd3"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "hist['Amp'] = hist['High'] - hist['Low'] \n",
        "print(f\"Média Amp: {hist['Amp'].mean()} \\nVariância: {hist['Amp'].std()**2}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "r1KkpI7Bg5Il",
        "outputId": "3c13d0a1-dd09-44d8-d74b-042b282f6b75"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Média Amp: 1.7868285512816555 \n",
            "Variância: 1.016513049491413\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 4 - Utilizando a coluna de data (agrupando por mês e ano) e o dif, qual foi o período com maior saldo negativo? (Entende-se por saldo negativo as somas das diferenças diárias)"
      ],
      "metadata": {
        "id": "kGpEU8yuNDeA"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#-- Resp: 2022-6 perda total de -8.55999\n",
        "hist['agrupamento'] = hist['Date'].dt.year.astype(str)  + '-' + hist['Date'].dt.month.astype(str)\n",
        "plt.figure(figsize=(16,8))\n",
        "sns.lineplot(data=hist.groupby('agrupamento',as_index=False).sum(), x = 'agrupamento', y='dif')\n",
        "plt.xticks(rotation=-45)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 523
        },
        "id": "OhEIMn3mSHbu",
        "outputId": "5c128811-35e4-4ba7-9648-196d54000bb2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x576 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "hist.groupby('agrupamento',as_index=False).sum().sort_values('dif').head(1)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_BqoljBl--aX",
        "outputId": "cee29525-adbd-4e01-fe24-71c3b02075a5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   agrupamento         Open         High         Low        Close     Volume  \\\n",
              "17      2020-3  1739.119995  1784.439995  1665.73999  1724.569992  479503470   \n",
              "\n",
              "    Dividends  Stock Splits        dif         Amp  \n",
              "17          0             0 -14.550003  118.700005  "
            ],
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              "      <th></th>\n",
              "      <th>agrupamento</th>\n",
              "      <th>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Volume</th>\n",
              "      <th>Dividends</th>\n",
              "      <th>Stock Splits</th>\n",
              "      <th>dif</th>\n",
              "      <th>Amp</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>2020-3</td>\n",
              "      <td>1739.119995</td>\n",
              "      <td>1784.439995</td>\n",
              "      <td>1665.73999</td>\n",
              "      <td>1724.569992</td>\n",
              "      <td>479503470</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>-14.550003</td>\n",
              "      <td>118.700005</td>\n",
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              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "      border-radius: 50%;\n",
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              "      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",
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              "\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",
              "      fill: #FFFFFF;\n",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-54fed421-3b7f-48a1-be51-1b4ea2c6c3d7 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-54fed421-3b7f-48a1-be51-1b4ea2c6c3d7');\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",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 86
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 5 - Calcule os valores de dif do 1,2,3 quartil e os percentis de 25,50 e 75. Compare os resultados o que tem de comum entre eles?"
      ],
      "metadata": {
        "id": "Q8Efb8D4NEoY"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "hist['dif'].describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uEHpM2IbDwwE",
        "outputId": "a397c4db-b747-499c-a331-52752f51ee5a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "count    886.000000\n",
              "mean      -0.074774\n",
              "std        1.163111\n",
              "min       -5.650002\n",
              "25%       -0.809998\n",
              "50%        0.000000\n",
              "75%        0.700003\n",
              "max        3.840004\n",
              "Name: dif, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Os resultados são os mesmos:\n",
        "# Quartil 1 = Percentil 25\n",
        "# Quartil 2 = Percentil 50\n",
        "# Quartil 3 = Percentil 75\n",
        "print(f\"Percentil de 25: {hist['dif'].quantile(0.25)} \")\n",
        "print(f\"Percentil de 50: {hist['dif'].quantile(0.50)} \")\n",
        "print(f\"Percentil de 75: {hist['dif'].quantile(0.75)} \")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "P4gKZhAVicUk",
        "outputId": "a80f0e2f-9f4e-4d43-84cb-8a4a9fdd3c16"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Percentil de 25: -0.80999755859375 \n",
            "Percentil de 50: 0.0 \n",
            "Percentil de 75: 0.7000026702880859 \n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 6 - Construa um histograma das diferenças diárias e insira no mesmo gráfico uma linha informando a média e os valores distantes a 1 e 2 desvios padrõe."
      ],
      "metadata": {
        "id": "pyfrviOfNF6-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(17,5))\n",
        "sns.displot(data=hist,x='dif', kind='kde')\n",
        "plt.vlines(x = hist['dif'].mean(), ymin = 0, ymax = 0.4, colors='k', linestyles='dashdot', label='Mean')\n",
        "plt.vlines(x = hist['dif'].mean()+hist['dif'].std(), ymin = 0, ymax = 0.4, colors='g', linestyles='dashdot', label='1std')\n",
        "plt.vlines(x = hist['dif'].mean()-hist['dif'].std(), ymin = 0, ymax = 0.4, colors='g', linestyles='dashdot', label='1std')\n",
        "plt.vlines(x = hist['dif'].mean()+2*hist['dif'].std(), ymin = 0, ymax = 0.4, colors='r', linestyles='dashdot', label='2std')\n",
        "plt.vlines(x = hist['dif'].mean()-2*hist['dif'].std(), ymin = 0, ymax = 0.4, colors='r', linestyles='dashdot', label='2std')\n",
        "plt.legend(bbox_to_anchor=(1.23,1))\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 387
        },
        "id": "jRZa7wYcElmi",
        "outputId": "33f4811e-8049-49e0-836f-a3b6d62238c3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1224x360 with 0 Axes>"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 360x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 7 - Faça um gráfico com os dados de Janeiro à Março de 2022 usando a coluna High e Close. Quantos dias nesse período o ativo fechou com o valor próximo do High (Considere até uma diferença de 0.1 próximo). Calcule esses dias e veja se está parecido com o número que chegou ao analisar o gráfico?"
      ],
      "metadata": {
        "id": "-dgQoeZqNGwn"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(20,8))\n",
        "hist_3m = hist[(hist['Date'] >= '2022-01-01') & (hist['Date'] <= '2022-03-31')]\n",
        "sns.lineplot(data=hist_3m,x='Date',y='High', label='High')\n",
        "sns.lineplot(data=hist_3m,x='Date',y='Close', label='Close')\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MVv_0ZHkjtTK",
        "outputId": "f1c7a4b8-7d13-48c6-ede1-4b3c05888e9f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "hist_3m[abs(hist_3m['High'] - hist_3m['Close']) <= 0.1].shape[0]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "soLQVDJTN6Dw",
        "outputId": "d0a59b2c-a0cf-41d9-fb8c-887087f376da"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "15"
            ]
          },
          "metadata": {},
          "execution_count": 91
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 8 - Crie uma coluna que represente o mês dos dados. Em seguida, crie um histograma para cada Mês."
      ],
      "metadata": {
        "id": "5BunUJhxNHu2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(20,25))\n",
        "hist['Month'] = hist['Date'].dt.month\n",
        "for i in range(1,12 + 1):\n",
        "  plt.subplot(12,1,i)\n",
        "  sns.histplot(data=hist[hist['Month'] == i],x='dif',label=f'Month {i}', kde=True)\n",
        "  plt.xlim([-6,6])\n",
        "  plt.legend()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "8VXr6BQn39bU",
        "outputId": "248e5eb8-d422-490a-8046-d51340427717"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x1800 with 12 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 9 - Um variável descritiva comumente utilizada nas análises é a Assimetria. Com ela podemos saber se temos valores que deixam a Moda, Mediana e Média muito distantes entre sí. Utilizando a questão anterior e analisando a curva, ela aparenta ter qual assimetria?\n",
        "\n",
        "\n",
        "![img](https://image.slidesharecdn.com/aula20-medidasdeassimetria-121028121407-phpapp01/95/aula-20-medidas-de-assimetria-4-638.jpg?cb=1351426557)"
      ],
      "metadata": {
        "id": "GYNgTFmuNIl1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.histplot(hist[hist['Month'] == 3]['dif'], kde= True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 299
        },
        "id": "j2GcmtsQlEzr",
        "outputId": "f1b01acf-5715-46c7-e497-9c659698e78e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f4db789cdd0>"
            ]
          },
          "metadata": {},
          "execution_count": 121
        },
        {
          "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": [
        "Analisando a figura, mesmo com a calda mais alongada, a distribuição parece simétrica"
      ],
      "metadata": {
        "id": "rIUVwCmMTJVf"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## 10 - Agora, utilizando o conceito acima e as fórmulas mostradas na figura abaixo, vamos calcular para saber se de fato essa distribução é simétrica. Calcule utilizando as duas formas e perceba que os va\n",
        "\n",
        "\n",
        "![img](https://slideplayer.com.br/slide/10792951/38/images/10/Coeficiente+de+Assimetria+%28As%29.jpg)"
      ],
      "metadata": {
        "id": "zB9stnwZNJs4"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "teste = hist[hist['Month'] == 3]['dif']\n",
        "media = teste.mean()\n",
        "moda = teste.value_counts().index[0]\n",
        "s = teste.std()\n",
        "\n",
        "\n",
        "As = (media - moda)/s\n",
        "As"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2Cmr_r1YTawm",
        "outputId": "5e851793-a0a7-4998-86ed-22fa4ee225cd"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "-0.07536122674779037"
            ]
          },
          "metadata": {},
          "execution_count": 137
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "Q1 = teste.quantile(0.25) \n",
        "Q3 = teste.quantile(0.75)\n",
        "median = teste.median()\n",
        "\n",
        "As = 3*(media - median)/s\n",
        "As"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5jrZtKMiXaRZ",
        "outputId": "c0318756-9ddf-40b5-93d7-85fb686270fc"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "-0.22608368024337114"
            ]
          },
          "metadata": {},
          "execution_count": 142
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Mesmo dando resultados diferentes, que depende das informações esatatísticas disponíveis podemos ver que o coeficiente de Assimetria As é muito próximo de 0, logo uma curva simétrica. Se formos levar ao pé do número, o valor é negativa, indicando uma calda mais alongada para a esquerda conforme o gráfico da questão acima sugere."
      ],
      "metadata": {
        "id": "SZKJ4jZyY6Xq"
      }
    }
  ]
}