03_EARTH_Jemi Arya Dwi Purnama.ipynb

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      "source": [
        "import pandas as pd\n",
        "pd.set_option('display.max_columns', None)"
      ]
    },
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        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
              "0       Adinolfi, Wilson  K  10026          0                0         1   \n",
              "1  Ait Sidi, Karthikeyan     10084          1                1         1   \n",
              "2         Akinkuolie, Sarah  10196          1                1         0   \n",
              "3              Alagbe,Trina  10088          1                1         0   \n",
              "4          Anderson, Carol   10069          0                2         0   \n",
              "\n",
              "   EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  Termd  \\\n",
              "0            1       5            4                       0   62506      0   \n",
              "1            5       3            3                       0  104437      1   \n",
              "2            5       5            3                       0   64955      1   \n",
              "3            1       5            3                       0   64991      0   \n",
              "4            5       5            3                       0   50825      1   \n",
              "\n",
              "   PositionID                  Position State   Zip       DOB Sex MaritalDesc  \\\n",
              "0          19   Production Technician I    MA  1960  07/10/83  M       Single   \n",
              "1          27                   Sr. DBA    MA  2148  05/05/75  M      Married   \n",
              "2          20  Production Technician II    MA  1810  09/19/88   F     Married   \n",
              "3          19   Production Technician I    MA  1886  09/27/88   F     Married   \n",
              "4          19   Production Technician I    MA  2169  09/08/89   F    Divorced   \n",
              "\n",
              "  CitizenDesc HispanicLatino RaceDesc DateofHire DateofTermination  \\\n",
              "0  US Citizen             No    White   7/5/2011               NaN   \n",
              "1  US Citizen             No    White  3/30/2015         6/16/2016   \n",
              "2  US Citizen             No    White   7/5/2011         9/24/2012   \n",
              "3  US Citizen             No    White   1/7/2008               NaN   \n",
              "4  US Citizen             No    White  7/11/2011          9/6/2016   \n",
              "\n",
              "          TermReason        EmploymentStatus         Department  \\\n",
              "0  N/A-StillEmployed                  Active  Production          \n",
              "1      career change  Voluntarily Terminated              IT/IS   \n",
              "2              hours  Voluntarily Terminated  Production          \n",
              "3  N/A-StillEmployed                  Active  Production          \n",
              "4   return to school  Voluntarily Terminated  Production          \n",
              "\n",
              "      ManagerName  ManagerID RecruitmentSource PerformanceScore  \\\n",
              "0  Michael Albert       22.0          LinkedIn          Exceeds   \n",
              "1      Simon Roup        4.0            Indeed      Fully Meets   \n",
              "2  Kissy Sullivan       20.0          LinkedIn      Fully Meets   \n",
              "3    Elijiah Gray       16.0            Indeed      Fully Meets   \n",
              "4  Webster Butler       39.0     Google Search      Fully Meets   \n",
              "\n",
              "   EngagementSurvey  EmpSatisfaction  SpecialProjectsCount  \\\n",
              "0              4.60                5                     0   \n",
              "1              4.96                3                     6   \n",
              "2              3.02                3                     0   \n",
              "3              4.84                5                     0   \n",
              "4              5.00                4                     0   \n",
              "\n",
              "  LastPerformanceReview_Date  DaysLateLast30  Absences  \n",
              "0                  1/17/2019               0         1  \n",
              "1                  2/24/2016               0        17  \n",
              "2                  5/15/2012               0         3  \n",
              "3                   1/3/2019               0        15  \n",
              "4                   2/1/2016               0         2  "
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              "      <td>07/10/83</td>\n",
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              "      <td>7/5/2011</td>\n",
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              "      <td>22.0</td>\n",
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              "      <td>104437</td>\n",
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              "      <td>White</td>\n",
              "      <td>3/30/2015</td>\n",
              "      <td>6/16/2016</td>\n",
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              "      <td>Simon Roup</td>\n",
              "      <td>4.0</td>\n",
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              "    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-70fe9d74-26dd-4542-a9d0-a8f26efdccb3 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": 15
        }
      ],
      "source": [
        "data = pd.read_csv('https://raw.githubusercontent.com/Rietaros/kampus_merdeka/main/HRDataset_v14.csv')\n",
        "data.head()"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "otK9s955xn6b"
      },
      "id": "otK9s955xn6b"
    },
    {
      "cell_type": "markdown",
      "id": "155fada9",
      "metadata": {
        "id": "155fada9"
      },
      "source": [
        "# Pandas Question"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "1. What is the minimum, median, max, and average salary for employee by Married Description and Gender.\n",
        "Hints: use agg function<br>\n",
        "Expected Output as below<br>\n",
        "(5 Points)"
      ],
      "metadata": {
        "id": "fyejmkxU6ZN5"
      },
      "id": "fyejmkxU6ZN5"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "f0db3529",
      "metadata": {
        "id": "f0db3529",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "fdd86eed-fd43-4f69-c16e-017e1c40e2bb"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "   MarriedID Sex    min   median     max          mean\n",
            "0          0   F  45046  61605.5  220450  66504.394231\n",
            "1          0  M   45115  63353.0  178000  70967.939759\n",
            "2          1   F  45433  62662.0  250000  69638.986111\n",
            "3          1  M   46120  63370.5  157000  70089.038462\n"
          ]
        }
      ],
      "source": [
        "# 1. What is the minimum, median, max, and average salary for employee by Married Description and Gender\n",
        "# Hints: use agg function\n",
        "# Expected Output as below\n",
        "# (5 Points)\n",
        "\n",
        "\n",
        "# Menggunakan fungsi agg untuk menghitung statistik yang diminta\n",
        "result = data.groupby(['MarriedID', 'Sex'])['Salary'].agg(['min', 'median', 'max', 'mean']).reset_index()\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(result)\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "2. What is top-5 reason of termination?<br>\n",
        "Expected Output as below<br>\n",
        "(5 Points)"
      ],
      "metadata": {
        "id": "Fmp-6woR6f-_"
      },
      "id": "Fmp-6woR6f-_"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9e347cd8",
      "metadata": {
        "id": "9e347cd8",
        "outputId": "e549f07c-bfff-4d1e-cb57-b32b3d430b52",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Top 5 Reasons for Termination:\n",
            "N/A-StillEmployed    207\n",
            "Another position      20\n",
            "unhappy               14\n",
            "more money            11\n",
            "career change          9\n",
            "Name: TermReason, dtype: int64\n"
          ]
        }
      ],
      "source": [
        "# Mengelompokkan data berdasarkan kolom 'TermReason' dan menghitung jumlah masing-masing alasan\n",
        "termination_reasons = data['TermReason'].value_counts()\n",
        "\n",
        "# Mengambil 5 alasan utama\n",
        "top_5_termination_reasons = termination_reasons.head(5)\n",
        "\n",
        "print(\"Top 5 Reasons for Termination:\")\n",
        "print(top_5_termination_reasons)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "3. What is the highest number of employee by Recruitment Source that 'Exceeds' the Performance Score?\n",
        "Hints: Use filter for Performance Score first. Don't forget to sort_values.<br>\n",
        "Expected Output as below<br>\n",
        "(5 Points)"
      ],
      "metadata": {
        "id": "soP3eFxu6pcl"
      },
      "id": "soP3eFxu6pcl"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b9fe7c35",
      "metadata": {
        "id": "b9fe7c35",
        "outputId": "3e4c384b-23a4-429e-c403-90497f7988e2",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "    RecruitmentSource  total_recruit\n",
            "0              Indeed             12\n",
            "1            LinkedIn              9\n",
            "2  Diversity Job Fair              6\n",
            "3   Employee Referral              5\n",
            "4       CareerBuilder              2\n",
            "5       Google Search              2\n",
            "6             Website              1\n"
          ]
        }
      ],
      "source": [
        "# Ambang nilai Performance Score\n",
        "performance_score_threshold = 'Exceeds'\n",
        "\n",
        "# Filter data berdasarkan Performance Score yang melebihi ambang tertentu\n",
        "filtered_data = data[data['PerformanceScore'] == performance_score_threshold]\n",
        "\n",
        "# Menghitung jumlah karyawan untuk setiap sumber perekrutan\n",
        "employee_count_by_source = filtered_data['RecruitmentSource'].value_counts().reset_index()\n",
        "employee_count_by_source.columns = ['RecruitmentSource', 'total_recruit']\n",
        "\n",
        "# Mengurutkan hasil berdasarkan total rekruitmen\n",
        "employee_count_by_source = employee_count_by_source.sort_values(by='total_recruit', ascending=False)\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(employee_count_by_source)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "4. How many managers in each department?\n",
        "Hints: use nunique() as aggregation function.<br>\n",
        "Expected Output as below.<br>\n",
        "(5 Points)"
      ],
      "metadata": {
        "id": "aY_e-YSd6wur"
      },
      "id": "aY_e-YSd6wur"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "3c705082",
      "metadata": {
        "id": "3c705082",
        "outputId": "49d2bcf8-c5d2-4a2f-c1c6-113e860d8a95",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "             Department  ManagerName\n",
            "0         Admin Offices            3\n",
            "1      Executive Office            1\n",
            "2                 IT/IS            6\n",
            "3     Production                  10\n",
            "4                 Sales            4\n",
            "5  Software Engineering            3\n"
          ]
        }
      ],
      "source": [
        "# Mengelompokkan data berdasarkan 'Department' dan menghitung jumlah unik dari 'ManagerName' dalam setiap kelompok\n",
        "manager_count_by_department = data.groupby('Department')['ManagerName'].nunique().reset_index()\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(manager_count_by_department)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "5. What is Termination Ratio by Gender?.\n",
        "Hints: use value_counts(normalize=True).<br>\n",
        "Expected Output as below.<br>\n",
        "(5 Points)"
      ],
      "metadata": {
        "id": "9TTVluaH66hT"
      },
      "id": "9TTVluaH66hT"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "2ce31d8f",
      "metadata": {
        "id": "2ce31d8f",
        "outputId": "cc043baf-56af-4bf8-e484-e78c0ce65f98",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Sex  Termd\n",
            "F    0        0.659091\n",
            "     1        0.340909\n",
            "M    0        0.674074\n",
            "     1        0.325926\n",
            "Name: Termd, dtype: float64\n"
          ]
        }
      ],
      "source": [
        "# Menghitung rasio pemutusan berdasarkan jenis kelamin\n",
        "termination_ratio_by_gender = data.groupby('Sex')['Termd'].value_counts(normalize=True)\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(termination_ratio_by_gender)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "4fade074",
      "metadata": {
        "id": "4fade074"
      },
      "source": [
        "# Create an EDA and Data Visualization Question"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "daa0e28f",
      "metadata": {
        "id": "daa0e28f",
        "outputId": "ed8729fe-8ea2-48ba-bb1e-bcd5689f0bab",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "#Sample Visualization, the example is not counted for the final score :p\n",
        "#Create 5 visualization for better understanding on data\n",
        "import pandas as pd\n",
        "from matplotlib import pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "# Mengambil data dari URL\n",
        "url = 'https://raw.githubusercontent.com/Rietaros/kampus_merdeka/main/HRDataset_v14.csv'\n",
        "data = pd.read_csv(url)\n",
        "\n",
        "# Visualisasi 1: Ratio termination by Gender\n",
        "\n",
        "# Mengelompokkan data berdasarkan Gender dan menghitung total termination\n",
        "term = data.groupby(by=['Sex'])['Termd'].sum().reset_index()\n",
        "\n",
        "# Membuat plot bar untuk visualisasi\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.barplot(x='Sex', y='Termd', data=term, palette='cool')\n",
        "plt.xlabel('Gender')\n",
        "plt.ylabel('Total Termination')\n",
        "plt.title('Ratio Termination by Gender')\n",
        "plt.show()\n",
        "\n",
        "# Visualisasi 2: Distribution of Salary\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.histplot(data['Salary'], bins=20, kde=True)\n",
        "plt.xlabel('Salary')\n",
        "plt.ylabel('Count')\n",
        "plt.title('Distribution of Salary')\n",
        "plt.show()\n",
        "\n",
        "# Visualisasi 3: EmpSatisfaction by Department\n",
        "plt.figure(figsize=(12, 8))\n",
        "sns.boxplot(x='Department', y='EmpSatisfaction', data=data, palette='viridis')\n",
        "plt.xlabel('Department')\n",
        "plt.ylabel('EmpSatisfaction')\n",
        "plt.title('EmpSatisfaction by Department')\n",
        "plt.xticks(rotation=45)\n",
        "plt.show()\n",
        "\n",
        "# Visualisasi 4: Employee Count by MaritalStatus\n",
        "plt.figure(figsize=(8, 6))\n",
        "sns.countplot(x='MarriedID', data=data, palette='Set2')\n",
        "plt.xlabel('MarriedID')\n",
        "plt.ylabel('Employee Count')\n",
        "plt.title('Employee Count by MarriedID')\n",
        "plt.show()\n",
        "\n",
        "# Visualisasi 5: Absences Level Distribution\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.countplot(x='Absences', data=data, palette='muted')\n",
        "plt.xlabel('Absences Level')\n",
        "plt.ylabel('Count')\n",
        "plt.title('Absences Level Distribution')\n",
        "plt.xticks(rotation=45)\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "6. Buatlah Scatter plot antara kolom \"Salary\" dengan \"EngagementSurvey\", beri warna berbeda sesuai dengan status di \"Termd\"<br>\n",
        "(5 points)<br>\n",
        "*bentuk output di bawah hanya contoh*"
      ],
      "metadata": {
        "id": "vHAMceOD7n04"
      },
      "id": "vHAMceOD7n04"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "a9b0ef0e",
      "metadata": {
        "id": "a9b0ef0e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "outputId": "51024f62-0be8-4320-a03e-efd76c677cee"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "\n",
        "# Membuat scatter plot dengan warna berbeda berdasarkan kolom \"Termd\"\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.scatterplot(data=data, x='Salary', y='EngagementSurvey', hue='Termd', palette='Set1')\n",
        "\n",
        "# Menambahkan judul dan label sumbu\n",
        "plt.title('Scatter Plot: Salary vs EngagementSurvey')\n",
        "plt.xlabel('Salary')\n",
        "plt.ylabel('EngagementSurvey')\n",
        "\n",
        "# Menampilkan legenda\n",
        "plt.legend(title='Termd', loc='best')\n",
        "\n",
        "# Menampilkan plot\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "7. Buatlah visualisasi barchart untuk menghitung jumlah \"termination of an employee's\" berdasarkan department.<br>\n",
        "(5 points)<br>\n",
        "*bentuk output di bawah hanya contoh*"
      ],
      "metadata": {
        "id": "pqrW4OyT7wFQ"
      },
      "id": "pqrW4OyT7wFQ"
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "id": "ed736f95",
      "metadata": {
        "id": "ed736f95",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 477
        },
        "outputId": "5090ff43-c179-43ad-c814-44021f36625c"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "# Mengelompokkan data berdasarkan Department dan menghitung total termination\n",
        "termination_by_department = data.groupby(by=['Department'])['Termd'].sum().reset_index()\n",
        "\n",
        "# Membuat plot bar untuk visualisasi\n",
        "plt.figure(figsize=(12, 6))\n",
        "plt.bar(termination_by_department['Department'], termination_by_department['Termd'], color='skyblue')\n",
        "plt.xlabel('Department')\n",
        "plt.ylabel('Total Termination')\n",
        "plt.title('Total Termination by Department')\n",
        "plt.xticks(rotation=45)  # Mengatur label sumbu x agar lebih mudah dibaca\n",
        "plt.tight_layout()\n",
        "plt.show()\n",
        "\n",
        "\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "8. Buatlah visualisasi Pie Chart untuk melihat persentasi jumlah karyawan yang \"terminated\" berdasarkan kolom \"Position\".<br>\n",
        "(5 points)<br>\n",
        "*bentuk output di bawah hanya contoh*"
      ],
      "metadata": {
        "id": "MdaWkvVe72Dv"
      },
      "id": "MdaWkvVe72Dv"
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "id": "939ac701",
      "metadata": {
        "id": "939ac701",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 829
        },
        "outputId": "f2e4790b-c30f-4f11-a44c-f21459bc95ee"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x1000 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Mengelompokkan data berdasarkan Position dan menghitung total termination\n",
        "termination_by_position = data[data['EmploymentStatus'] == 'Terminated'].groupby(by=['Position']).size().reset_index(name='TotalTermination')\n",
        "\n",
        "# Membuat visualisasi Pie Chart\n",
        "plt.figure(figsize=(10, 10))\n",
        "plt.pie(termination_by_position['TotalTermination'], labels=termination_by_position['Position'], autopct='%1.1f%%', startangle=140)\n",
        "plt.title('Persentase Jumlah Karyawan Terminated berdasarkan Position')\n",
        "plt.axis('equal')  # Agar pie chart berbentuk lingkaran\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "9. Buat Boxplot yang menggambarkan Salary berdasarkan Marital Desc, bedakan berdasarkan Termd\n",
        "(5 points)"
      ],
      "metadata": {
        "id": "AschtdqKfLTb"
      },
      "id": "AschtdqKfLTb"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d826342b",
      "metadata": {
        "id": "d826342b",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 611
        },
        "outputId": "96f54088-675b-4cc9-8bdb-7ebd903fe6fc"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "#code here\n",
        "\n",
        "\n",
        "# Membuat boxplot\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.boxplot(data=data, x='MaritalDesc', y='Salary', hue='Termd')\n",
        "plt.title('Boxplot Salary berdasarkan Marital Desc (Bedakan berdasarkan Termd)')\n",
        "plt.xlabel('Marital Desc')\n",
        "plt.ylabel('Salary')\n",
        "plt.xticks(rotation=45)\n",
        "plt.legend(title='Termd', loc='upper right')\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "10. Tampilkan pairplot antara kolom 'Salary', 'EngagementSurvey', 'EmpSatisfaction','Absences'\n",
        "beri kategori warna berdasarkan 'Termd'<br>\n",
        "(5points)"
      ],
      "metadata": {
        "id": "E247wUTcfSPb"
      },
      "id": "E247wUTcfSPb"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "a3609b37",
      "metadata": {
        "id": "a3609b37",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 910
        },
        "outputId": "25b3cb2f-518d-4bd1-b377-8c77d7b96241"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Pairplot\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1258.88x1200 with 20 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "#codde here\n",
        "print('Pairplot')\n",
        "sns.pairplot(data=data[['Salary', 'EngagementSurvey', 'EmpSatisfaction','Absences', 'Termd']], hue='Termd', height=3, diag_kind=\"hist\")\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "d00651a1",
      "metadata": {
        "id": "d00651a1"
      },
      "source": [
        "# Create Machine Learning Model to Predict Termd and Question"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#11. Buat fitur baru (kolom baru) berupa \"Age\" dalam satuan tahun. Untuk mendapatkannya, ambil data pada kolom DOB dikurangi dengan 2022\n",
        "#(5 points)\n",
        "# Mengubah format kolom DOB ke tipe datetime\n",
        "data['DOB'] = pd.to_datetime(data['DOB'], format='%m/%d/%y')\n",
        "\n",
        "# Menghitung umur dalam tahun dengan membandingkan dengan tahun 2022\n",
        "data['Age'] = 2022 - data['DOB'].dt.year\n",
        "\n",
        "# Menampilkan 5 baris pertama dari dataframe\n",
        "print(data.head())\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bvTGDvSFiu0B",
        "outputId": "1655283a-57ef-4758-c97b-36b558abf111"
      },
      "id": "bvTGDvSFiu0B",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "0       Adinolfi, Wilson  K  10026          0                0         1   \n",
            "1  Ait Sidi, Karthikeyan     10084          1                1         1   \n",
            "2         Akinkuolie, Sarah  10196          1                1         0   \n",
            "3              Alagbe,Trina  10088          1                1         0   \n",
            "4          Anderson, Carol   10069          0                2         0   \n",
            "\n",
            "   EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "0            1       5            4                       0   62506  ...   \n",
            "1            5       3            3                       0  104437  ...   \n",
            "2            5       5            3                       0   64955  ...   \n",
            "3            1       5            3                       0   64991  ...   \n",
            "4            5       5            3                       0   50825  ...   \n",
            "\n",
            "   ManagerID  RecruitmentSource PerformanceScore EngagementSurvey  \\\n",
            "0       22.0           LinkedIn          Exceeds             4.60   \n",
            "1        4.0             Indeed      Fully Meets             4.96   \n",
            "2       20.0           LinkedIn      Fully Meets             3.02   \n",
            "3       16.0             Indeed      Fully Meets             4.84   \n",
            "4       39.0      Google Search      Fully Meets             5.00   \n",
            "\n",
            "   EmpSatisfaction SpecialProjectsCount LastPerformanceReview_Date  \\\n",
            "0                5                    0                  1/17/2019   \n",
            "1                3                    6                  2/24/2016   \n",
            "2                3                    0                  5/15/2012   \n",
            "3                5                    0                   1/3/2019   \n",
            "4                4                    0                   2/1/2016   \n",
            "\n",
            "  DaysLateLast30 Absences Age  \n",
            "0              0        1  39  \n",
            "1              0       17  47  \n",
            "2              0        3  34  \n",
            "3              0       15  34  \n",
            "4              0        2  33  \n",
            "\n",
            "[5 rows x 37 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#12. Lakukan MinMaxScaler dari fitur \"Salary\"\n",
        "# (5 points)\n",
        "from sklearn.preprocessing import MinMaxScaler\n",
        "# Inisialisasi MinMaxScaler\n",
        "scaler = MinMaxScaler()\n",
        "\n",
        "# Melakukan scaling pada kolom \"Salary\"\n",
        "data['Salary_minmax'] = scaler.fit_transform(data[['Salary']])\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(data[['Salary', 'Salary_minmax']])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0b6295MtlSjx",
        "outputId": "fc15e51e-a543-4f04-d882-ee64cb241a26"
      },
      "id": "0b6295MtlSjx",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     Salary  Salary_minmax\n",
            "0     62506       0.085190\n",
            "1    104437       0.289777\n",
            "2     64955       0.097139\n",
            "3     64991       0.097315\n",
            "4     50825       0.028197\n",
            "..      ...            ...\n",
            "306   65893       0.101716\n",
            "307   48513       0.016916\n",
            "308  220450       0.855821\n",
            "309   89292       0.215883\n",
            "310   45046       0.000000\n",
            "\n",
            "[311 rows x 2 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#13. Ubahlah semua tipe data object menjadi category\n",
        "# 5 point\n",
        "# Daftar kolom yang ingin diubah tipe datanya menjadi category\n",
        "columns_to_convert = ['Employee_Name', 'Position', 'State', 'Sex', 'MaritalDesc', 'CitizenDesc',\n",
        "                      'HispanicLatino', 'RaceDesc', 'DateofHire', 'DateofTermination',\n",
        "                      'TermReason', 'EmploymentStatus', 'Department', 'ManagerName',\n",
        "                      'RecruitmentSource', 'PerformanceScore', 'LastPerformanceReview_Date']\n",
        "\n",
        "# Mengubah tipe data objek menjadi category\n",
        "data[columns_to_convert] = data[columns_to_convert].astype('category')\n",
        "\n",
        "# Mencetak lima baris pertama dari DataFrame yang sudah diubah\n",
        "print(data.head())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TC13SM_wpdzy",
        "outputId": "301fd687-cd9e-4ca1-99df-2f518583cb9f"
      },
      "id": "TC13SM_wpdzy",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "0       Adinolfi, Wilson  K  10026          0                0         1   \n",
            "1  Ait Sidi, Karthikeyan     10084          1                1         1   \n",
            "2         Akinkuolie, Sarah  10196          1                1         0   \n",
            "3              Alagbe,Trina  10088          1                1         0   \n",
            "4          Anderson, Carol   10069          0                2         0   \n",
            "\n",
            "   EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "0            1       5            4                       0   62506  ...   \n",
            "1            5       3            3                       0  104437  ...   \n",
            "2            5       5            3                       0   64955  ...   \n",
            "3            1       5            3                       0   64991  ...   \n",
            "4            5       5            3                       0   50825  ...   \n",
            "\n",
            "   RecruitmentSource  PerformanceScore EngagementSurvey EmpSatisfaction  \\\n",
            "0           LinkedIn           Exceeds             4.60               5   \n",
            "1             Indeed       Fully Meets             4.96               3   \n",
            "2           LinkedIn       Fully Meets             3.02               3   \n",
            "3             Indeed       Fully Meets             4.84               5   \n",
            "4      Google Search       Fully Meets             5.00               4   \n",
            "\n",
            "   SpecialProjectsCount LastPerformanceReview_Date DaysLateLast30 Absences  \\\n",
            "0                     0                  1/17/2019              0        1   \n",
            "1                     6                  2/24/2016              0       17   \n",
            "2                     0                  5/15/2012              0        3   \n",
            "3                     0                   1/3/2019              0       15   \n",
            "4                     0                   2/1/2016              0        2   \n",
            "\n",
            "  Age Salary_minmax  \n",
            "0  39      0.085190  \n",
            "1  47      0.289777  \n",
            "2  34      0.097139  \n",
            "3  34      0.097315  \n",
            "4  33      0.028197  \n",
            "\n",
            "[5 rows x 38 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Setelah diubah category\n",
        "# Daftar kolom yang akan diubah menjadi tipe data 'category'\n",
        "columns_to_convert = ['Employee_Name', 'Position', 'State', 'DOB', 'Sex', 'MaritalDesc', 'CitizenDesc',\n",
        "                      'HispanicLatino', 'RaceDesc', 'DateofHire', 'DateofTermination', 'TermReason',\n",
        "                      'EmploymentStatus', 'Department', 'ManagerName', 'RecruitmentSource', 'PerformanceScore',\n",
        "                      'LastPerformanceReview_Date']\n",
        "\n",
        "# Mengubah tipe data objek menjadi kategori\n",
        "data[columns_to_convert] = data[columns_to_convert].astype('category')\n",
        "\n",
        "# Menampilkan informasi tipe data kolom\n",
        "print(data.dtypes)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "R5vfwhCQpvSn",
        "outputId": "34e42f1c-4b25-42ea-802f-8bf7db7ec53a"
      },
      "id": "R5vfwhCQpvSn",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Employee_Name                 category\n",
            "EmpID                            int64\n",
            "MarriedID                        int64\n",
            "MaritalStatusID                  int64\n",
            "GenderID                         int64\n",
            "EmpStatusID                      int64\n",
            "DeptID                           int64\n",
            "PerfScoreID                      int64\n",
            "FromDiversityJobFairID           int64\n",
            "Salary                           int64\n",
            "Termd                            int64\n",
            "PositionID                       int64\n",
            "Position                      category\n",
            "State                         category\n",
            "Zip                              int64\n",
            "DOB                           category\n",
            "Sex                           category\n",
            "MaritalDesc                   category\n",
            "CitizenDesc                   category\n",
            "HispanicLatino                category\n",
            "RaceDesc                      category\n",
            "DateofHire                    category\n",
            "DateofTermination             category\n",
            "TermReason                    category\n",
            "EmploymentStatus              category\n",
            "Department                    category\n",
            "ManagerName                   category\n",
            "ManagerID                      float64\n",
            "RecruitmentSource             category\n",
            "PerformanceScore              category\n",
            "EngagementSurvey               float64\n",
            "EmpSatisfaction                  int64\n",
            "SpecialProjectsCount             int64\n",
            "LastPerformanceReview_Date    category\n",
            "DaysLateLast30                   int64\n",
            "Absences                         int64\n",
            "Age                              int64\n",
            "Salary_minmax                  float64\n",
            "dtype: object\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#14. Ubahlah \"RecruitmentSource\" dengan menggunakana Label Encoder\n",
        "# 5 point\n",
        "\n",
        "#15. Ubahlah \"PerformanceScore\" dengan menggunakana Label Encoder\n",
        "# 5 point\n",
        "from sklearn.preprocessing import LabelEncoder\n",
        "# Menggunakan Label Encoder untuk mengubah kolom \"PerformanceScore\"\n",
        "label_encoder = LabelEncoder()\n",
        "data['PerformanceScore'] = label_encoder.fit_transform(data['PerformanceScore'])\n",
        "\n",
        "# Menampilkan hasil\n",
        "print(data.head())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kgcComTEqBd7",
        "outputId": "f5e18c88-643d-45ce-8f40-a748a2a3a941"
      },
      "id": "kgcComTEqBd7",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "0       Adinolfi, Wilson  K  10026          0                0         1   \n",
            "1  Ait Sidi, Karthikeyan     10084          1                1         1   \n",
            "2         Akinkuolie, Sarah  10196          1                1         0   \n",
            "3              Alagbe,Trina  10088          1                1         0   \n",
            "4          Anderson, Carol   10069          0                2         0   \n",
            "\n",
            "   EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "0            1       5            4                       0   62506  ...   \n",
            "1            5       3            3                       0  104437  ...   \n",
            "2            5       5            3                       0   64955  ...   \n",
            "3            1       5            3                       0   64991  ...   \n",
            "4            5       5            3                       0   50825  ...   \n",
            "\n",
            "   RecruitmentSource  PerformanceScore EngagementSurvey EmpSatisfaction  \\\n",
            "0           LinkedIn                 0             4.60               5   \n",
            "1             Indeed                 1             4.96               3   \n",
            "2           LinkedIn                 1             3.02               3   \n",
            "3             Indeed                 1             4.84               5   \n",
            "4      Google Search                 1             5.00               4   \n",
            "\n",
            "   SpecialProjectsCount LastPerformanceReview_Date DaysLateLast30 Absences  \\\n",
            "0                     0                  1/17/2019              0        1   \n",
            "1                     6                  2/24/2016              0       17   \n",
            "2                     0                  5/15/2012              0        3   \n",
            "3                     0                   1/3/2019              0       15   \n",
            "4                     0                   2/1/2016              0        2   \n",
            "\n",
            "  Age Salary_minmax  \n",
            "0  39      0.085190  \n",
            "1  47      0.289777  \n",
            "2  34      0.097139  \n",
            "3  34      0.097315  \n",
            "4  33      0.028197  \n",
            "\n",
            "[5 rows x 38 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "e3ce2e93",
      "metadata": {
        "id": "e3ce2e93",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "824b74c9-62cc-4ede-a7ef-868a59ce94da"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Dependent Variable (Target):\n",
            "0    0\n",
            "1    1\n",
            "2    1\n",
            "3    1\n",
            "4    1\n",
            "Name: PerformanceScore, dtype: int64\n",
            "\n",
            "Independent Variables (Features):\n",
            "              Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "0       Adinolfi, Wilson  K  10026          0                0         1   \n",
            "1  Ait Sidi, Karthikeyan     10084          1                1         1   \n",
            "2         Akinkuolie, Sarah  10196          1                1         0   \n",
            "3              Alagbe,Trina  10088          1                1         0   \n",
            "4          Anderson, Carol   10069          0                2         0   \n",
            "\n",
            "   EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "0            1       5            4                       0   62506  ...   \n",
            "1            5       3            3                       0  104437  ...   \n",
            "2            5       5            3                       0   64955  ...   \n",
            "3            1       5            3                       0   64991  ...   \n",
            "4            5       5            3                       0   50825  ...   \n",
            "\n",
            "   ManagerID  RecruitmentSource EngagementSurvey EmpSatisfaction  \\\n",
            "0       22.0           LinkedIn             4.60               5   \n",
            "1        4.0             Indeed             4.96               3   \n",
            "2       20.0           LinkedIn             3.02               3   \n",
            "3       16.0             Indeed             4.84               5   \n",
            "4       39.0      Google Search             5.00               4   \n",
            "\n",
            "   SpecialProjectsCount LastPerformanceReview_Date DaysLateLast30 Absences  \\\n",
            "0                     0                  1/17/2019              0        1   \n",
            "1                     6                  2/24/2016              0       17   \n",
            "2                     0                  5/15/2012              0        3   \n",
            "3                     0                   1/3/2019              0       15   \n",
            "4                     0                   2/1/2016              0        2   \n",
            "\n",
            "  Age Salary_minmax  \n",
            "0  39      0.085190  \n",
            "1  47      0.289777  \n",
            "2  34      0.097139  \n",
            "3  34      0.097315  \n",
            "4  33      0.028197  \n",
            "\n",
            "[5 rows x 37 columns]\n"
          ]
        }
      ],
      "source": [
        "#16. Pisahkan dependent variable dan independent variable\n",
        "# 5 point\n",
        "\n",
        "#Dependent Varible (target)\n",
        "\n",
        "\n",
        "#Independent Variable (feature)\n",
        "# Pisahkan dependent variable dan independent variable\n",
        "dependent_variable = data['PerformanceScore']  # Ganti 'PerformanceScore' dengan nama kolom target yang sesuai\n",
        "independent_variables = data.drop('PerformanceScore', axis=1)  # Hapus kolom target dari data\n",
        "\n",
        "# Tampilkan hasilnya\n",
        "print(\"Dependent Variable (Target):\")\n",
        "print(dependent_variable.head())\n",
        "\n",
        "print(\"\\nIndependent Variables (Features):\")\n",
        "print(independent_variables.head())"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0b637b05",
      "metadata": {
        "id": "0b637b05",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "48bfd11b-76fd-40e6-dfc2-11457bc67912"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Data Pelatihan (Train):\n",
            "        Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "109       Goeth, Amon  10228          1                1         1   \n",
            "247     Sadki, Nore    10260          0                0         1   \n",
            "234  Robertson, Peter  10224          1                1         1   \n",
            "202    Nguyen, Dheepa  10042          0                0         0   \n",
            "78        Dunn, Amy    10105          0                0         0   \n",
            "\n",
            "     EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "109            1       3            3                       0   74679  ...   \n",
            "247            5       5            3                       0   46428  ...   \n",
            "234            5       5            3                       0   55578  ...   \n",
            "202            1       6            3                       0   63695  ...   \n",
            "78             1       5            3                       0   75188  ...   \n",
            "\n",
            "     RecruitmentSource  PerformanceScore EngagementSurvey EmpSatisfaction  \\\n",
            "109           LinkedIn                 1             4.30               5   \n",
            "247      Google Search                 1             4.60               5   \n",
            "234             Indeed                 1             4.20               5   \n",
            "202             Indeed                 1             5.00               5   \n",
            "78       Google Search                 1             4.52               4   \n",
            "\n",
            "     SpecialProjectsCount LastPerformanceReview_Date DaysLateLast30 Absences  \\\n",
            "109                     7                  1/10/2019              0       20   \n",
            "247                     0                   2/5/2018              0        7   \n",
            "234                     0                   1/6/2012              0       13   \n",
            "202                     0                  1/25/2019              0        2   \n",
            "78                      0                  1/15/2019              0        4   \n",
            "\n",
            "    Age Salary_minmax  \n",
            "109  33      0.144584  \n",
            "247  48      0.006743  \n",
            "234  50      0.051387  \n",
            "202  33      0.090991  \n",
            "78   49      0.147067  \n",
            "\n",
            "[5 rows x 38 columns]\n",
            "\n",
            "Data Pengujian (Test):\n",
            "          Employee_Name  EmpID  MarriedID  MaritalStatusID  GenderID  \\\n",
            "290       Vega, Vincent  10144          0                2         1   \n",
            "9    Bacong, Alejandro   10250          0                2         1   \n",
            "57      Costello, Frank  10193          1                1         1   \n",
            "60       Daneault, Lynn  10099          0                0         0   \n",
            "25         Booth, Frank  10199          0                0         1   \n",
            "\n",
            "     EmpStatusID  DeptID  PerfScoreID  FromDiversityJobFairID  Salary  ...  \\\n",
            "290            1       5            3                       0   88976  ...   \n",
            "9              1       3            3                       0   50178  ...   \n",
            "57             1       3            3                       0   83552  ...   \n",
            "60             1       6            3                       0   65729  ...   \n",
            "25             4       3            3                       0  103613  ...   \n",
            "\n",
            "     RecruitmentSource  PerformanceScore EngagementSurvey EmpSatisfaction  \\\n",
            "290  Employee Referral                 1             3.93               3   \n",
            "9               Indeed                 1             5.00               5   \n",
            "57              Indeed                 1             3.04               3   \n",
            "60              Indeed                 1             4.62               4   \n",
            "25            LinkedIn                 1             3.50               5   \n",
            "\n",
            "     SpecialProjectsCount LastPerformanceReview_Date DaysLateLast30 Absences  \\\n",
            "290                     0                  2/27/2019              0       19   \n",
            "9                       6                  2/18/2019              0       16   \n",
            "57                      6                  1/22/2019              0        2   \n",
            "60                      0                  1/24/2019              0        8   \n",
            "25                      7                  1/10/2016              0        2   \n",
            "\n",
            "    Age Salary_minmax  \n",
            "290 -46      0.214341  \n",
            "9    34      0.025040  \n",
            "57   36      0.187876  \n",
            "60   32      0.100915  \n",
            "25  -42      0.285757  \n",
            "\n",
            "[5 rows x 38 columns]\n"
          ]
        }
      ],
      "source": [
        "#17. Bagi data menjadi Train-Test sebesar 80:20\n",
        "# (5 points)\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import accuracy_score, precision_recall_curve, roc_curve, precision_score, recall_score\n",
        "# Membagi data menjadi data pelatihan (Train) dan data pengujian (Test) sebesar 80:20\n",
        "train_data, test_data = train_test_split(data, test_size=0.2, random_state=42)\n",
        "\n",
        "# Menampilkan lima baris pertama dari data pelatihan\n",
        "print(\"Data Pelatihan (Train):\")\n",
        "print(train_data.head())\n",
        "\n",
        "# Menampilkan lima baris pertama dari data pengujian (Test)\n",
        "print(\"\\nData Pengujian (Test):\")\n",
        "print(test_data.head())"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#18. Lakukan pemodelan machine learning (metode klasifikasi bebas) untuk bisa memprediksi status \"Termd\". Lakukan evaluasi hasil dengan menampilkan\n",
        "# score klasifikasi, precision dan recall.\n",
        "# Gunakan model yang menurut kalian terbaik\n",
        "# (5 points)\n",
        "# Preprocessing data\n",
        "# Misalnya, kita akan menggunakan beberapa kolom sebagai fitur (features) yang akan digunakan untuk prediksi.\n",
        "# Anda dapat menyesuaikan kolom-kolom ini sesuai dengan kebutuhan Anda.\n",
        "import pandas as pd\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.preprocessing import LabelEncoder\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.metrics import accuracy_score, precision_score, recall_score\n",
        "\n",
        "# Preprocessing data\n",
        "le = LabelEncoder()\n",
        "data['Sex'] = le.fit_transform(data['Sex'])\n",
        "data['MaritalDesc'] = le.fit_transform(data['MaritalDesc'])\n",
        "data['CitizenDesc'] = le.fit_transform(data['CitizenDesc'])\n",
        "\n",
        "# Bagi data menjadi data pelatihan dan data uji\n",
        "X = data[['Sex', 'MaritalDesc', 'CitizenDesc']]\n",
        "y = data['Termd']\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n",
        "\n",
        "# Pilih model (misalnya, Logistic Regression)\n",
        "model = LogisticRegression()\n",
        "model.fit(X_train, y_train)\n",
        "\n",
        "# Lakukan prediksi pada data uji\n",
        "y_pred = model.predict(X_test)\n",
        "\n",
        "# Evaluasi model\n",
        "accuracy = accuracy_score(y_test, y_pred)\n",
        "precision = precision_score(y_test, y_pred)\n",
        "recall = recall_score(y_test, y_pred)\n",
        "\n",
        "# Tampilkan hasil evaluasi\n",
        "print(f'Accuracy: {accuracy * 100:.2f}%')\n",
        "print(f'Precision: {precision * 100:.2f}%')\n",
        "print(f'Recall: {recall * 100:.2f}%')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VdITcNUmrdwp",
        "outputId": "8674c631-518d-47fd-918a-c94525010f65"
      },
      "id": "VdITcNUmrdwp",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Accuracy: 66.67%\n",
            "Precision: 100.00%\n",
            "Recall: 4.55%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "id": "158257f6",
      "metadata": {
        "id": "158257f6"
      },
      "source": [
        "# Insight (Answering the Question)\n",
        "\n",
        "19.\tIs there any relationship between who a person works for (their manager) and their performance score? (5 points)<br>\n",
        "20.\tWhat are our best recruiting sources if we want to ensure a low ratio of termination? (5 points)<br>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4ac67c3c",
      "metadata": {
        "id": "4ac67c3c",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 909
        },
        "outputId": "8e0dc4b7-28c9-4ff5-f7e5-60687e618dd0"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Rasio Pemutusan Hubungan Berdasarkan Sumber Rekrutmen:\n",
            "RecruitmentSource\n",
            "Website                    0.076923\n",
            "Employee Referral          0.161290\n",
            "LinkedIn                   0.236842\n",
            "Indeed                     0.241379\n",
            "CareerBuilder              0.478261\n",
            "Other                      0.500000\n",
            "Diversity Job Fair         0.551724\n",
            "Google Search              0.612245\n",
            "On-line Web application    1.000000\n",
            "Name: Termd, dtype: float64\n",
            "\n",
            "5 Sumber Rekrutmen Terbaik untuk Rasio Pemutusan Hubungan Terendah:\n",
            "RecruitmentSource\n",
            "Website              0.076923\n",
            "Employee Referral    0.161290\n",
            "LinkedIn             0.236842\n",
            "Indeed               0.241379\n",
            "CareerBuilder        0.478261\n",
            "Name: Termd, dtype: float64\n"
          ]
        }
      ],
      "source": [
        "# Pertanyaan 1: Hubungan antara atasan (manager) dan kinerja (performance score)\n",
        "# Menggunakan heatmap untuk melihat korelasi antara 'ManagerID' dan 'PerformanceScoreID'\n",
        "plt.figure(figsize=(10, 6))\n",
        "heatmap_data = data[['ManagerID', 'PerformanceScore']]\n",
        "heatmap = sns.heatmap(heatmap_data.corr(), annot=True, cmap='coolwarm')\n",
        "plt.title('Korelasi antara ManagerID dan PerformanceScore')\n",
        "plt.show()\n",
        "\n",
        "# Pertanyaan 2: Sumber rekrutmen terbaik untuk meminimalkan rasio pemutusan hubungan\n",
        "# Menghitung rasio pemutusan hubungan berdasarkan sumber rekrutmen\n",
        "termination_ratio_by_source = data.groupby('RecruitmentSource')['Termd'].mean().sort_values()\n",
        "print(\"Rasio Pemutusan Hubungan Berdasarkan Sumber Rekrutmen:\")\n",
        "print(termination_ratio_by_source)\n",
        "\n",
        "# Menampilkan 5 sumber rekrutmen terbaik dengan rasio pemutusan hubungan terendah\n",
        "best_recruiting_sources = termination_ratio_by_source.head(5)\n",
        "print(\"\\n5 Sumber Rekrutmen Terbaik untuk Rasio Pemutusan Hubungan Terendah:\")\n",
        "print(best_recruiting_sources)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Pada kode di atas, saya menggunakan library seaborn untuk menghasilkan sebuah heatmap yang menggambarkan hubungan antara ID manajer dan ID kinerja. Juga melakukan perhitungan untuk mendapatkan rasio pemutusan hubungan berdasarkan sumber rekrutmen dan menampilkan 5 sumber rekrutmen terbaik yang memiliki tingkat pemutusan hubungan yang paling rendah.\n",
        "\n",
        "Kita dapat menjalankan kode ini pada lingkungan Python untuk mendapatkan hasilnya. Pastikan bahwa telah menginstal library pandas, matplotlib, dan seaborn sebelum menjalankan kode tersebut."
      ],
      "metadata": {
        "id": "d81uk-nP2EHm"
      },
      "id": "d81uk-nP2EHm"
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3",
      "language": "python",
      "name": "python3"
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    "language_info": {
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        "name": "ipython",
        "version": 3
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      "file_extension": ".py",
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      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.8.8"
    },
    "colab": {
      "provenance": []
    }
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  "nbformat": 4,
  "nbformat_minor": 5
}