Project_Predictive_Analytics.ipynb

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    "colab": {
      "name": "Dicoding Predictive Analytics Submission",
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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
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      "source": [
        "<a href=\"https://colab.research.google.com/github/adnlab/Mini_Project_Data/blob/main/Dicoding_Predictive_Analytics_Submission.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data Diri"
      ],
      "metadata": {
        "id": "BLW27m1L4Dd8"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Adnan Muhammad Lazuardi\n",
        "\n",
        "adnanm.lazuardi@gmail.com"
      ],
      "metadata": {
        "id": "naNH13Jf4FCk"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Domain Proyek"
      ],
      "metadata": {
        "id": "Hm9MijRt5f81"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Latar Belakang\n",
        "Suatu perusahaan e-commerce menyediakan platform jual/beli mobil bekas bagi pemilik mobil yang hendak menjual mobilnya. \n",
        "\n",
        "Pemilik mobil dapat mendaftarkan mobilnya pada platform tersebut dengan melengkapi informasi terkait mobil yang hendak dijual. Berdasarkan informasi yang disertakan, sistem e-commerce akan memberikan rekomendasi harga jual mobil sebagai opsi harga.\n",
        "\n",
        "## Kenapa sistem otomasi ini diperlukan?\n",
        "\n",
        "Dengan adanya fitur rekomendasi harga jual mobil, pengguna akan memiliki acuan harga yang sesuai untuk mobil dengan spesifikasi terkait. Selain itu, ini akan memudahkan pengguna karena tidak perlu menghabiskan banyak waktu untuk melakukan riset harga pasar.\n",
        "\n",
        "## Bagaimana rekomendasi dapat menyelesaikan masalah?\n",
        "\n",
        "Sistem machine learning yang saya miliki akan memberikan rekomendasi harga jual dengan mempertimbangkan fitur-fitur yang paling signifikan mempengaruhi harga mobil dari data yang saya miliki. Sehingga, sistem saya dapat memberikan prediksi harga jual untuk mobil yang pengguna hendak jual berdasarkan informasi yang dimasukkan pada sistem."
      ],
      "metadata": {
        "id": "UzfVO8Rj_y6X"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Business Understanding"
      ],
      "metadata": {
        "id": "4EeKi4xq5qRg"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Problem Statements\n",
        "\n",
        "- Fitur apa saja yang paling berpengaruh terhadap harga jual mobil?\n",
        "- Berapa harga jual yang dapat diberikan untuk mobil berdasarkan fitur-fitur utama mobil?\n",
        "\n",
        "## Goals\n",
        "\n",
        "- Menentukan fitur yang paling berpengaruh terhadap harga jual mobil\n",
        "- Memprediksi harga jual untuk mobil dengan spesifikasi tertentu\n",
        "\n",
        "## Solution Statements\n",
        "\n",
        "- Menghitung korelasi antar fitur untuk mengetahui signifikansi dari tiap fitur terhadap harga.\n",
        "- Menggunakan algoritma KNN, Random Forest, dan Boosting Algorithm untuk memprediksi harga jual.\n",
        "- Membandingkan tiga algoritma machine learning tersebut untuk memperoleh model dengan performa paling baik."
      ],
      "metadata": {
        "id": "yzzwkCr_uv1W"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data Understanding"
      ],
      "metadata": {
        "id": "sG_-3h9k5tm2"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam kasus kali ini, saya akan menggunakan dataset yang diperoleh dari https://www.kaggle.com/datasets/adityadesai13/used-car-dataset-ford-and-mercedes. Data berupa daftar mobil dengan spesifikasi tertentu beserta harga jualnya yang dikelompokkan berdasarkan produsen mobilnya. Dalam kasus ini, kita akan fokus pada data penjualan untuk mobil bermerk Ford  (untuk menghindari bias harga karena perbedaan manufaktur mobil).\n",
        "\n",
        "Dataset ini memiliki 17.965 daftar penjualan mobil untuk berbagai jenis/model mobil dengan karakteristik tertentu. Karakteristik tersebut ialah fitur bertipe data numerik dan non-numerik. Karakteristik tersebut digunakan untuk menentukan harga.\n",
        "\n",
        "Deskripsi kolom pada dataset:\n",
        "- Model: tipe mobil dari produsen mobil terkait, bersifat kategorikal atau non-numerik.\n",
        "- Year: tahun dimana mobil telah terdaftar sebagai kendaraan yang legal, bersifat numerik.\n",
        "- Price: harga penjualan mobil dalam euro, bersifat numerik.\n",
        "- Transmission: jenis transmisi mobil, bersifat kategorikal atau non-numerik.\n",
        "- Mileage: total jarak yang telah ditempuh mobil sejak pertama kali digunakan dalam mil, bersifat numerik.\n",
        "- FuelType: jenis bahan bakar yang digunakan mobil, bersifat kategorikal atau non-numerik.\n",
        "- Tax: besar pajak yang harus dibayarkan untuk mobil pertahunnya dalam euro, bersifat numerik.\n",
        "- MPG: jumlah jarak yang bisa ditempuh mobil dalam mil per satu galon bahan bakar.\n",
        "- EngineSize: ukuran mesin mobil dalam liter, bersifat numerik."
      ],
      "metadata": {
        "id": "q3F-5cLMyJwn"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Untuk memahami data, saya melakukan:\n",
        "- EDA sederhana dengan menggunakan **describe()** untuk mengetahui apakah terdapat keganjilan pada data."
      ],
      "metadata": {
        "id": "BNTFVhAIG8KW"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Data Loading"
      ],
      "metadata": {
        "id": "C1vRQB5uc8Y5"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya melakukan loading data dari website kaggle dengan menggunakan kaggle command."
      ],
      "metadata": {
        "id": "j5UXNoe30tGC"
      }
    },
    {
      "cell_type": "code",
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        "outputId": "53a79781-96d9-4a75-f876-9dd0b6300106"
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          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Requirement already satisfied: kaggle in /usr/local/lib/python3.7/dist-packages (1.5.12)\n",
            "Requirement already satisfied: certifi in /usr/local/lib/python3.7/dist-packages (from kaggle) (2022.5.18.1)\n",
            "Requirement already satisfied: python-slugify in /usr/local/lib/python3.7/dist-packages (from kaggle) (6.1.2)\n",
            "Requirement already satisfied: urllib3 in /usr/local/lib/python3.7/dist-packages (from kaggle) (1.24.3)\n",
            "Requirement already satisfied: tqdm in /usr/local/lib/python3.7/dist-packages (from kaggle) (4.64.0)\n",
            "Requirement already satisfied: python-dateutil in /usr/local/lib/python3.7/dist-packages (from kaggle) (2.8.2)\n",
            "Requirement already satisfied: requests in /usr/local/lib/python3.7/dist-packages (from kaggle) (2.23.0)\n",
            "Requirement already satisfied: six>=1.10 in /usr/local/lib/python3.7/dist-packages (from kaggle) (1.15.0)\n",
            "Requirement already satisfied: text-unidecode>=1.3 in /usr/local/lib/python3.7/dist-packages (from python-slugify->kaggle) (1.3)\n",
            "Requirement already satisfied: chardet<4,>=3.0.2 in /usr/local/lib/python3.7/dist-packages (from requests->kaggle) (3.0.4)\n",
            "Requirement already satisfied: idna<3,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests->kaggle) (2.10)\n",
            "mkdir: cannot create directory ‘/root/.kaggle’: File exists\n",
            "used-car-dataset-ford-and-mercedes.zip: Skipping, found more recently modified local copy (use --force to force download)\n",
            "Archive:  used-car-dataset-ford-and-mercedes.zip\n",
            "replace /tmp/audi.csv? [y]es, [n]o, [A]ll, [N]one, [r]ename: N\n"
          ]
        }
      ],
      "source": [
        "import zipfile,os\n",
        "\n",
        "!pip install kaggle\n",
        "!mkdir ~/.kaggle\n",
        "!cp kaggle.json ~/.kaggle/\n",
        "!chmod 600 ~/.kaggle/kaggle.json\n",
        "!kaggle datasets download -d adityadesai13/used-car-dataset-ford-and-mercedes\n",
        "!unzip used-car-dataset-ford-and-mercedes.zip -d /tmp"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Kemudian saya membaca dataset yang telah di-download. Kali ini saya ingin fokus pada satu manufaktur mobil yaitu Ford. Saya tidak menggabungkan data dari seluruh manufaktur mobil karena saya menganggap hal tersebut akan menyebabkan bias pada prediksi harga."
      ],
      "metadata": {
        "id": "ZfJ7c9NV03lL"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "\n",
        "df = pd.read_csv('/tmp/ford.csv')"
      ],
      "metadata": {
        "id": "MoXDLUN248ri"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Melihat data dan deskripsi data"
      ],
      "metadata": {
        "id": "DI7l73njZXo3"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
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          "height": 206
        },
        "id": "aeWxVMTZZcuZ",
        "outputId": "359892b6-904e-4603-f215-912675655c64"
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      "execution_count": null,
      "outputs": [
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              "     model  year  price transmission  mileage fuelType  tax   mpg  engineSize\n",
              "0   Fiesta  2017  12000    Automatic    15944   Petrol  150  57.7         1.0\n",
              "1    Focus  2018  14000       Manual     9083   Petrol  150  57.7         1.0\n",
              "2    Focus  2017  13000       Manual    12456   Petrol  150  57.7         1.0\n",
              "3   Fiesta  2019  17500       Manual    10460   Petrol  145  40.3         1.5\n",
              "4   Fiesta  2019  16500    Automatic     1482   Petrol  145  48.7         1.0"
            ],
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              "      <td>17500</td>\n",
              "      <td>Manual</td>\n",
              "      <td>10460</td>\n",
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              "      <td>145</td>\n",
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              "      <td>Fiesta</td>\n",
              "      <td>2019</td>\n",
              "      <td>16500</td>\n",
              "      <td>Automatic</td>\n",
              "      <td>1482</td>\n",
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    {
      "cell_type": "code",
      "source": [
        "df.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KhP-8GVJZ2Cm",
        "outputId": "fd35e5ac-b004-4c24-8f59-e4212f9ddda1"
      },
      "execution_count": null,
      "outputs": [
        {
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          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 17965 entries, 0 to 17964\n",
            "Data columns (total 9 columns):\n",
            " #   Column        Non-Null Count  Dtype  \n",
            "---  ------        --------------  -----  \n",
            " 0   model         17965 non-null  object \n",
            " 1   year          17965 non-null  int64  \n",
            " 2   price         17965 non-null  int64  \n",
            " 3   transmission  17965 non-null  object \n",
            " 4   mileage       17965 non-null  int64  \n",
            " 5   fuelType      17965 non-null  object \n",
            " 6   tax           17965 non-null  int64  \n",
            " 7   mpg           17965 non-null  float64\n",
            " 8   engineSize    17965 non-null  float64\n",
            "dtypes: float64(2), int64(4), object(3)\n",
            "memory usage: 1.2+ MB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dengan menggunakan **df.info()**, saya mengetahui bahwa terdapat data penjualan mobil sejumlah 17965 dengan masing-masing memiliki 9 kolom yang terdiri dari data berupa kategorikal (object) dan numerik (int, float).\n",
        "\n",
        "Dalam dataset tersebut tidak ada kekosongan data."
      ],
      "metadata": {
        "id": "9ikpauK_2WrL"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Exploratory Data Analysis"
      ],
      "metadata": {
        "id": "QF_vfCWSc-WJ"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mencoba untuk menganalisis apakah terdapat kejanggalan pada data."
      ],
      "metadata": {
        "id": "Y1I0axh63RU8"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Missing Value"
      ],
      "metadata": {
        "id": "N6vnuAchDcTh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "numerical_features = ['year', 'mileage', 'tax', 'mpg', 'engineSize']\n",
        "categorical_features = ['model', 'transmission', 'fuelType']"
      ],
      "metadata": {
        "id": "5gUvHaGvD1EA"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "etTVySG_n7ja",
        "outputId": "508514f4-811e-4dbb-bde3-68673e131024"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "               year         price        mileage           tax           mpg  \\\n",
              "count  17965.000000  17965.000000   17965.000000  17965.000000  17965.000000   \n",
              "mean    2016.866574  12279.756415   23363.630504    113.334539     57.906991   \n",
              "std        2.050346   4741.382606   19472.114690     62.010438     10.125977   \n",
              "min     1996.000000    495.000000       1.000000      0.000000     20.800000   \n",
              "25%     2016.000000   8999.000000    9987.000000     30.000000     52.300000   \n",
              "50%     2017.000000  11291.000000   18243.000000    145.000000     58.900000   \n",
              "75%     2018.000000  15299.000000   31064.000000    145.000000     65.700000   \n",
              "max     2060.000000  54995.000000  177644.000000    580.000000    201.800000   \n",
              "\n",
              "         engineSize  \n",
              "count  17965.000000  \n",
              "mean       1.350827  \n",
              "std        0.432371  \n",
              "min        0.000000  \n",
              "25%        1.000000  \n",
              "50%        1.200000  \n",
              "75%        1.500000  \n",
              "max        5.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-5d2819cb-21b3-4b9c-a965-7d14a05a960e\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>year</th>\n",
              "      <th>price</th>\n",
              "      <th>mileage</th>\n",
              "      <th>tax</th>\n",
              "      <th>mpg</th>\n",
              "      <th>engineSize</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>17965.000000</td>\n",
              "      <td>17965.000000</td>\n",
              "      <td>17965.000000</td>\n",
              "      <td>17965.000000</td>\n",
              "      <td>17965.000000</td>\n",
              "      <td>17965.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>2016.866574</td>\n",
              "      <td>12279.756415</td>\n",
              "      <td>23363.630504</td>\n",
              "      <td>113.334539</td>\n",
              "      <td>57.906991</td>\n",
              "      <td>1.350827</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>2.050346</td>\n",
              "      <td>4741.382606</td>\n",
              "      <td>19472.114690</td>\n",
              "      <td>62.010438</td>\n",
              "      <td>10.125977</td>\n",
              "      <td>0.432371</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>1996.000000</td>\n",
              "      <td>495.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>20.800000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>2016.000000</td>\n",
              "      <td>8999.000000</td>\n",
              "      <td>9987.000000</td>\n",
              "      <td>30.000000</td>\n",
              "      <td>52.300000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>2017.000000</td>\n",
              "      <td>11291.000000</td>\n",
              "      <td>18243.000000</td>\n",
              "      <td>145.000000</td>\n",
              "      <td>58.900000</td>\n",
              "      <td>1.200000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>2018.000000</td>\n",
              "      <td>15299.000000</td>\n",
              "      <td>31064.000000</td>\n",
              "      <td>145.000000</td>\n",
              "      <td>65.700000</td>\n",
              "      <td>1.500000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>2060.000000</td>\n",
              "      <td>54995.000000</td>\n",
              "      <td>177644.000000</td>\n",
              "      <td>580.000000</td>\n",
              "      <td>201.800000</td>\n",
              "      <td>5.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-5d2819cb-21b3-4b9c-a965-7d14a05a960e')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
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              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-5d2819cb-21b3-4b9c-a965-7d14a05a960e 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-5d2819cb-21b3-4b9c-a965-7d14a05a960e');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Data tidak valid dan hilang**\n",
        "- keberadaan data yang melebihi tahun 2020 yaitu tahun terakhir dataset diupdate.\n",
        "- terdapat enginesize yang bernilai nol\n",
        "- terdapat kendaraan yang tidak perlu membayar pajak"
      ],
      "metadata": {
        "id": "bUdc7HyDDve8"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Outlier"
      ],
      "metadata": {
        "id": "pqUSfkXpEIY0"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Saya membuat visualisasi boxplot untuk mengetahui distribusi data sehingga dapat diketahui bagian data yang menjadi outlier."
      ],
      "metadata": {
        "id": "a1zpHKxCEiYf"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Membuat boxplot untuk data numerik, mileage"
      ],
      "metadata": {
        "id": "WaKMYTNhZnaW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sns\n",
        "sns.boxplot(x=df['mileage'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "0aWeuJi0Aw_I",
        "outputId": "5d5c3b7d-fa3b-4e62-d092-185a4bf084ea"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f3138970f10>"
            ]
          },
          "metadata": {},
          "execution_count": 39
        },
        {
          "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": [
        "Membuat boxplot untuk data numerik, tax"
      ],
      "metadata": {
        "id": "eFMpRod8ZtVE"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(x=df['tax'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "fRISKww5GGnj",
        "outputId": "5384d611-b142-4b9c-9593-d4bce66f9396"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f313990ab90>"
            ]
          },
          "metadata": {},
          "execution_count": 40
        },
        {
          "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": [
        "Membuat boxplot untuk data numerik, mpg"
      ],
      "metadata": {
        "id": "gm3wPzlfZuxg"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(x=df['mpg'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "adZNhy4xGIt8",
        "outputId": "bfca2924-4840-4819-b6f8-97a6ed3e6376"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f31398f8cd0>"
            ]
          },
          "metadata": {},
          "execution_count": 41
        },
        {
          "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": [
        "Membuat boxplot untuk data numerik, engineSize"
      ],
      "metadata": {
        "id": "Xjxb_gRPZwdf"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(x=df['engineSize'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "2vNR-8JRGJft",
        "outputId": "603c3cbd-9bc4-4439-a41b-2a18576f93ee"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f3139864310>"
            ]
          },
          "metadata": {},
          "execution_count": 42
        },
        {
          "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": [
        "Berdasarkan visualisasi diatas, ada outlier yang cukup banyak sehingga agar data tidak menimbulkan bias kita akan menghapusnya."
      ],
      "metadata": {
        "id": "aeBDPxPEE4OL"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Univariate Analysis"
      ],
      "metadata": {
        "id": "G0iTUN6DFIwa"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mencoba untuk mempelajari distribusi dari tiap fitur yang ada."
      ],
      "metadata": {
        "id": "tyNCrTf16HYX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "feature = categorical_features[0]\n",
        "count = df[feature].value_counts()\n",
        "percent = 100*df[feature].value_counts(normalize=True)\n",
        "dts = pd.DataFrame({'jumlah sampel':count, 'persentase':percent.round(1)})\n",
        "print(dts)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eefAvIhPPdmm",
        "outputId": "28fd5890-6471-4ac8-c1b9-16445d5776aa"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                        jumlah sampel  persentase\n",
            " Fiesta                          6557        36.5\n",
            " Focus                           4588        25.5\n",
            " Kuga                            2225        12.4\n",
            " EcoSport                        1143         6.4\n",
            " C-MAX                            543         3.0\n",
            " Ka+                              531         3.0\n",
            " Mondeo                           526         2.9\n",
            " B-MAX                            355         2.0\n",
            " S-MAX                            296         1.6\n",
            " Grand C-MAX                      247         1.4\n",
            " Galaxy                           228         1.3\n",
            " Edge                             208         1.2\n",
            " KA                               199         1.1\n",
            " Puma                              80         0.4\n",
            " Tourneo Custom                    69         0.4\n",
            " Grand Tourneo Connect             59         0.3\n",
            " Mustang                           57         0.3\n",
            " Tourneo Connect                   33         0.2\n",
            " Fusion                            16         0.1\n",
            " Streetka                           2         0.0\n",
            " Ranger                             1         0.0\n",
            " Escort                             1         0.0\n",
            " Transit Tourneo                    1         0.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Karena data penjualan mobil selain 5 model teratas hanya sedikit sehingga dirasa tidak cukup untuk digunakan dalam melatih model machine learing. Saya hanya mengambil data 5 model mobil teratas saja yaitu Fiesta, Focus, Kuga, EcoSport, dan Ka+. "
      ],
      "metadata": {
        "id": "OEUymTvC6Qn6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = df[df.model.isin([' Fiesta', ' Focus', ' Kuga', ' EcoSport', ' Ka+'])].reset_index(drop=True)"
      ],
      "metadata": {
        "id": "klyGmZ5KRkU9"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Melihat distribusi data kategorik, transmission"
      ],
      "metadata": {
        "id": "qz9a9E_9aBwd"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "feature = categorical_features[1]\n",
        "count = df[feature].value_counts()\n",
        "percent = 100*df[feature].value_counts(normalize=True)\n",
        "dts = pd.DataFrame({'jumlah sampel':count, 'persentase':percent.round(1)})\n",
        "print(dts)\n",
        "count.plot(kind='bar', title=feature);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 392
        },
        "id": "ORnC6zIpEHVf",
        "outputId": "c2e0398b-5e62-41b6-cb28-230f89a89de3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "           jumlah sampel  persentase\n",
            "Manual             13365        88.8\n",
            "Automatic            928         6.2\n",
            "Semi-Auto            751         5.0\n"
          ]
        },
        {
          "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": [
        "Melihat distribusi data kategorik, fuelType"
      ],
      "metadata": {
        "id": "A47sHDikaGic"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "feature = categorical_features[2]\n",
        "count = df[feature].value_counts()\n",
        "percent = 100*df[feature].value_counts(normalize=True)\n",
        "dts = pd.DataFrame({'jumlah sampel':count, 'persentase':percent.round(1)})\n",
        "print(dts)\n",
        "count.plot(kind='bar', title=feature);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 373
        },
        "id": "5GxQUBkIEu3K",
        "outputId": "304ed4dc-3c5c-4b50-e5ec-c892e2080fb2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "        jumlah sampel  persentase\n",
            "Petrol          11126        74.0\n",
            "Diesel           3913        26.0\n",
            "Hybrid              5         0.0\n"
          ]
        },
        {
          "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": [
        "Melihat distribusi data numerik"
      ],
      "metadata": {
        "id": "cXtcyruSaJO8"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "\n",
        "df.hist(bins=50, figsize=(20,15))\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 740
        },
        "id": "1Wl57hrME6hd",
        "outputId": "a90a9bf0-8fd3-4d16-dcb5-694379d29b5c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x1080 with 6 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Multivariate Analysis"
      ],
      "metadata": {
        "id": "tq19Wo7tHCR-"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mencoba untuk melihat pengaruh fitur-fitur yang ada terhadap harga penjualan mobil."
      ],
      "metadata": {
        "id": "XJaPghIF7N6h"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Data Kategorikal**"
      ],
      "metadata": {
        "id": "ZkiUQ_tV7cfd"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "cat_features = df.select_dtypes(include='object').columns.to_list()\n",
        " \n",
        "for col in cat_features:\n",
        "  sns.catplot(x=col, y=\"price\", kind=\"bar\", dodge=False, height = 4, aspect = 3,  data=df, palette=\"Set3\")\n",
        "  plt.title(\"Rata-rata 'price' Relatif terhadap - {}\".format(col))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 904
        },
        "id": "iZ5AwDiNHD0k",
        "outputId": "38371256-0c40-4ea4-9ed6-73a76d26afd8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Data Numerik**"
      ],
      "metadata": {
        "id": "afRjRfcX7iy4"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(df, diag_kind = 'kde')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "DhCUo-tHHqbu",
        "outputId": "ee5a5f74-7a55-4e99-cf19-6d3649413d4e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.PairGrid at 0x7f3139674790>"
            ]
          },
          "metadata": {},
          "execution_count": 49
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x1080 with 42 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Untuk penilaian pengaruh secara kuantitatif, saya membuat heatmap yang menunjukkan korelasi antar fitur."
      ],
      "metadata": {
        "id": "HJa0ZGZp7oVM"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 8))\n",
        "correlation_matrix = df.corr().round(2)\n",
        " \n",
        "sns.heatmap(data=correlation_matrix, annot=True, cmap='coolwarm', linewidths=0.5, )\n",
        "plt.title(\"Correlation Matrix untuk Fitur Numerik \", size=20)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "SmfAZsTkH54U",
        "outputId": "6f3f6392-7802-4578-9da4-23f5f61e5494"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Correlation Matrix untuk Fitur Numerik ')"
            ]
          },
          "metadata": {},
          "execution_count": 50
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Berdasarkan heatmap diatas, kita mengetahui bahwa harga jual akan berkurang seiring bertambahnya mileage, tax, dan mpg. Selain itu, harga jual akan meningkat seiring bertambahnya engineSize dan semakin baru mobil tersebut. Saya menggunakan semua fitur untuk pelatihan model machine learning karena setiap fitur memiliki korelasi yang cukup tinggi.\n",
        "\n",
        "Tapi data ini merupakan data yang belum dibersihkan, sehingga nanti kita akan menghitungnya lagi untuk data yang telah bersih."
      ],
      "metadata": {
        "id": "zmv-MM-uJtTN"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data Preparation"
      ],
      "metadata": {
        "id": "SyLSqdQD5wVV"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mempersiapkan data untuk digunakan pada tahapan pembuatan dan pelatihan machine learning."
      ],
      "metadata": {
        "id": "RSbMaWJ_zpKY"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Exploratory Data Analysis"
      ],
      "metadata": {
        "id": "KiZx8YavIR2t"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Missing Value "
      ],
      "metadata": {
        "id": "-rbOuWnmDZGP"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Karena dataset terakhir kali di update pada tahun 2020, saya menghapus data penjualan mobil untuk tahun 2020 keatas."
      ],
      "metadata": {
        "id": "XNnSZ4xBzNWP"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = df[df.year <= 2020]"
      ],
      "metadata": {
        "id": "e7WGnOLSrSHz"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Berdasarkan **data.describe()** saya mengetahui terdapat mobil yang memiliki **engineSize** berukuran nol. Menurut keterangan author dataset (pemilik dataset), hal tersebut dikarenakan mobil tersebut merupakan mobil listrik.\n",
        "\n",
        "Karena mobil listrik tidak membutuhkan bahan bakar, data untuk mobil dengan **engineSize** bernilai nol menjadi tidak valid sehingga saya akan menghapus data tersebut.\n",
        "\n",
        "Selain itu, saya juga menghapus data mobil yang tidak perlu membayar pajak."
      ],
      "metadata": {
        "id": "IFXbMQ_ottVZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = df.loc[(df[['tax','engineSize']]!=0).all(axis=1)]"
      ],
      "metadata": {
        "id": "tTSujOGEyoov"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Outlier"
      ],
      "metadata": {
        "id": "KOL7CMfv4zSc"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Outlier dihilangkan dengan menggunakan metode IQR, digunakan karena metode yang cukup sederhana."
      ],
      "metadata": {
        "id": "2r2wC-ANZyxB"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mengambil data yang sentral saja dengan mengabaikan data-data outlier. Hal ini perlu dilakukan untuk menghindari bias dalam mempertimbangkan kontribusi tiap fitur. Selain itu, hal ini dilakukan untuk mengurangi kecenderungan data pada salah satu sisi agar mendekati distribusi normal."
      ],
      "metadata": {
        "id": "tFRodPFu427q"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Q1 = df.quantile(0.25)\n",
        "Q3 = df.quantile(0.75)\n",
        "IQR=Q3-Q1\n",
        "\n",
        "df = df[~((df<(Q1-1.5*IQR))|(df>(Q3+1.5*IQR))).any(axis=1)]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "iZJ6L8EZGaQY",
        "outputId": "bd9c8854-9660-4a31-ce43-fa4d09c91a40"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:5: FutureWarning: Automatic reindexing on DataFrame vs Series comparisons is deprecated and will raise ValueError in a future version.  Do `left, right = left.align(right, axis=1, copy=False)` before e.g. `left == right`\n",
            "  \"\"\"\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Melihat data yang telah diproses"
      ],
      "metadata": {
        "id": "XZVah6QbZ82K"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe()"
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          "height": 300
        },
        "id": "f-k-jsCpGjHg",
        "outputId": "b3a94fcb-4ec8-428c-809d-bb95742a1dd9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              year         price       mileage     tax          mpg  \\\n",
              "count  7255.000000   7255.000000   7255.000000  7255.0  7255.000000   \n",
              "mean   2018.030737  13663.958649  14237.361957   145.0    57.579173   \n",
              "std       0.792346   3419.205656   9518.016153     0.0     8.244513   \n",
              "min    2016.000000   6450.000000      1.000000   145.0    36.700000   \n",
              "25%    2017.000000  10893.500000   7269.000000   145.0    54.300000   \n",
              "50%    2018.000000  13295.000000  12459.000000   145.0    58.900000   \n",
              "75%    2019.000000  16399.000000  19164.000000   145.0    64.200000   \n",
              "max    2019.000000  23999.000000  53499.000000   145.0    78.500000   \n",
              "\n",
              "        engineSize  \n",
              "count  7255.000000  \n",
              "mean      1.251303  \n",
              "std       0.362699  \n",
              "min       1.000000  \n",
              "25%       1.000000  \n",
              "50%       1.000000  \n",
              "75%       1.500000  \n",
              "max       2.000000  "
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              "      <th>year</th>\n",
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              "      <td>7255.0</td>\n",
              "      <td>7255.000000</td>\n",
              "      <td>7255.000000</td>\n",
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              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>2018.030737</td>\n",
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              "      <td>0.0</td>\n",
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              "      <th>min</th>\n",
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              "      <td>1.000000</td>\n",
              "      <td>145.0</td>\n",
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              "      <td>1.000000</td>\n",
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              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>2017.000000</td>\n",
              "      <td>10893.500000</td>\n",
              "      <td>7269.000000</td>\n",
              "      <td>145.0</td>\n",
              "      <td>54.300000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>2018.000000</td>\n",
              "      <td>13295.000000</td>\n",
              "      <td>12459.000000</td>\n",
              "      <td>145.0</td>\n",
              "      <td>58.900000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>2019.000000</td>\n",
              "      <td>16399.000000</td>\n",
              "      <td>19164.000000</td>\n",
              "      <td>145.0</td>\n",
              "      <td>64.200000</td>\n",
              "      <td>1.500000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>2019.000000</td>\n",
              "      <td>23999.000000</td>\n",
              "      <td>53499.000000</td>\n",
              "      <td>145.0</td>\n",
              "      <td>78.500000</td>\n",
              "      <td>2.000000</td>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 54
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Karena kolom tax hanya memiliki satu nilai, maka kolom tax tidak saya gunakan untuk pelatihan model machine learning."
      ],
      "metadata": {
        "id": "5gv7j6e268EX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.drop(['tax'], inplace=True, axis=1)"
      ],
      "metadata": {
        "id": "XQcKN85FOV_0"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Melihat korelasi setelah data dibersihkan"
      ],
      "metadata": {
        "id": "83VlJBWjr25G"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(df, diag_kind = 'kde')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 920
        },
        "id": "r8fBV4Haq46G",
        "outputId": "52374b7d-e2d1-4265-9d06-409580ea9cf7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.PairGrid at 0x7f3138620ad0>"
            ]
          },
          "metadata": {},
          "execution_count": 56
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x900 with 30 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 8))\n",
        "correlation_matrix = df.corr().round(2)\n",
        " \n",
        "sns.heatmap(data=correlation_matrix, annot=True, cmap='coolwarm', linewidths=0.5, )\n",
        "plt.title(\"Correlation Matrix untuk Fitur Numerik \", size=20)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "fGfxvl_LrA-r",
        "outputId": "1b689670-c89a-40df-f2cd-0f7815234c48"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Correlation Matrix untuk Fitur Numerik ')"
            ]
          },
          "metadata": {},
          "execution_count": 57
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Berdasarkan heatmap diatas, kita mengetahui bahwa harga jual akan berkurang seiring bertambahnya mileage dan mpg. Selain itu, harga jual akan meningkat seiring bertambahnya engineSize dan semakin baru mobil tersebut. Saya menggunakan semua fitur untuk pelatihan model machine learning karena setiap fitur memiliki korelasi yang cukup tinggi."
      ],
      "metadata": {
        "id": "bsGVlgtgr0EU"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Data Preprocessing"
      ],
      "metadata": {
        "id": "HKB6v9TpgveA"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mengubah semua data bertipe kategorikal kedalam data numerik agar dapat digunakan dalam model machine learning. Hal ini perlu dilakukan agar tipe data yang digunakan sesuai dengan tipe data machine learning yang akan kita gunakan, yaitu KNN, Random Forest, dan Boosting Algorithm. Selain itu, hal ini dapat meningkatkan performa prediksi dari model terkait."
      ],
      "metadata": {
        "id": "mtgV82an8NhK"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import  OneHotEncoder\n",
        "df = pd.concat([df, pd.get_dummies(df['model'], prefix='model')],axis=1)\n",
        "df = pd.concat([df, pd.get_dummies(df['transmission'], prefix='transmission')],axis=1)\n",
        "df = pd.concat([df, pd.get_dummies(df['fuelType'], prefix='fuelType')],axis=1)\n",
        "df.drop(['model','transmission','fuelType'], axis=1, inplace=True)\n",
        "df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 287
        },
        "id": "hPzqV1Evg0pO",
        "outputId": "60cd75cf-b1ad-47f6-d695-fda36557fca7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   year  price  mileage   mpg  engineSize  model_ EcoSport  model_ Fiesta  \\\n",
              "3  2019  17500    10460  40.3         1.5                0              1   \n",
              "4  2019  16500     1482  48.7         1.0                0              1   \n",
              "6  2017   9000    13054  54.3         1.2                0              1   \n",
              "8  2018  10000    48141  61.4         1.0                0              0   \n",
              "9  2018  11561    18803  56.5         1.0                0              1   \n",
              "\n",
              "   model_ Focus  model_ Ka+  model_ Kuga  transmission_Automatic  \\\n",
              "3             0           0            0                       0   \n",
              "4             0           0            0                       1   \n",
              "6             0           0            0                       0   \n",
              "8             1           0            0                       0   \n",
              "9             0           0            0                       0   \n",
              "\n",
              "   transmission_Manual  transmission_Semi-Auto  fuelType_Diesel  \\\n",
              "3                    1                       0                0   \n",
              "4                    0                       0                0   \n",
              "6                    1                       0                0   \n",
              "8                    1                       0                0   \n",
              "9                    1                       0                0   \n",
              "\n",
              "   fuelType_Petrol  \n",
              "3                1  \n",
              "4                1  \n",
              "6                1  \n",
              "8                1  \n",
              "9                1  "
            ],
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          },
          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya membagi dataset kedalam data pelatihan dan data pengujian agar kita dapat menguji model machine learning pada data baru yang belum dipelajari oleh model sehingga dapat menghindari bias dalam prediksi.\n"
      ],
      "metadata": {
        "id": "Olijm6js8Z5C"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        " \n",
        "X = df.drop([\"price\"],axis =1)\n",
        "y = df[\"price\"]\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.1, random_state = 123)"
      ],
      "metadata": {
        "id": "bHvwLrmqiMwj"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Modeling"
      ],
      "metadata": {
        "id": "Oo-aMnwb5zLN"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, saya mencoba untuk melatih model dengan menggunakan algoritma machine learning KNN, Boosting Algorithm, dan Random Forest."
      ],
      "metadata": {
        "id": "WBicbgZB_r7F"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam pengembangan model machine learning, saya akan menggunakan model yang paling sederhana dari setiap algoritma machine learning kemudian membandingkan performa dari 3 algoritma yang saya gunakan."
      ],
      "metadata": {
        "id": "YfG55IDwNlXz"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Sebelum melakukan pelatihan model, saya mempersiapkan dataframe untuk menampung nilai mse untuk performa model dari tiap algoritma machine learning."
      ],
      "metadata": {
        "id": "T3NU1AWULJO7"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "models = pd.DataFrame(index=['train_mse', 'test_mse'], \n",
        "                      columns=['KNN', 'RandomForest', 'Boosting'])"
      ],
      "metadata": {
        "id": "7fAyVm8Pi_Ga"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam kasus ini, saya menggunakan KNN untuk keperluan regresi. KNN bekerja dengan membandingkan jarak satu sampel ke sampel pelatihan lain dengan memilih sejumlah k tetangga terdekat. KNN melatih model dengan menghitung rata-rata dari sejumlah k tetangga terdekat dalam suatu rentang nilai dimana nilai rata-rata tersebut dianggap sebagai suatu titik baru yang digunakan untuk melatih model.\n",
        "\n",
        "Kumpulan titik hasil rata-rata dari tetangga terdekat kemudian dihubungkan untuk memperoleh suatu garis data yang menggambarkan data. Prediksi dilakukan dengan melakukan hal yang sama pada data paling akhir."
      ],
      "metadata": {
        "id": "X6nEAg2mLeS9"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Untuk mengembangkan model KNN sederhana, model hanya membutuhkan parameter jumlah tetangga. Untuk itu, saya menggunakan jumlah tetangga terdekat sebanyak 10 karena karakter dataset memiliki variasi yang cukup besar."
      ],
      "metadata": {
        "id": "Hq3fY_HMAnGV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.neighbors import KNeighborsRegressor\n",
        "from sklearn.metrics import mean_squared_error\n",
        " \n",
        "knn = KNeighborsRegressor(n_neighbors=10)\n",
        "knn.fit(X_train, y_train)\n",
        " \n",
        "models.loc['train_mse','knn'] = mean_squared_error(y_pred = knn.predict(X_train), y_true=y_train)"
      ],
      "metadata": {
        "id": "se3E2SbIjBQa"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam kasus ini, saya menggunakan Random Forest untuk keperluan regresi. Algoritma ini bekerja dengan membagi dataset kedalam bagian-bagian kecil (pohon) yang berbeda terhadap satu sama lain. Model akan mempelajari pohon tersebut dan menghasilkan prediksinya terhadap data. Pohon-pohon tersebut kemudian akan dipecah lagi (splitting) dan membentuk cabang baru yang akan dipelajari lagi. Splitting akan berlangsung sepanjang yang ditentukan. Prediksi akhir akan diperoleh dengan mengambil rata-rata prediksi seluruh pohon.\n",
        "\n",
        "Untuk mengembangkan model Random Forest sederhana, model hanya membutuhkan parameter terkait jumlah pohon, jumlah maksimal cabang, jumlah random generator, dan bagaimana model akan mempelajari seluruh pohon."
      ],
      "metadata": {
        "id": "3fZ_Tz2ZBS3h"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam kasus ini, saya membagi dataset kedalam 50 pohon yang mana akan dikerjakan secara paralel. Pohon tersebut kemudian akan melakukan splitting hingga 16 cabang. Nilai ini dipilih karena ia memiliki nilai yang cukup (tidak terlalu besar sehingga memperlambat proses dan tidak terlalu kecil sehingga tidak dapat mempelajari data dengan baik)."
      ],
      "metadata": {
        "id": "fUlOgwHZV0Vl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.ensemble import RandomForestRegressor\n",
        " \n",
        "RF = RandomForestRegressor(n_estimators=50, max_depth=16, random_state=55, n_jobs=-1)\n",
        "RF.fit(X_train, y_train)\n",
        " \n",
        "models.loc['train_mse','RandomForest'] = mean_squared_error(y_pred=RF.predict(X_train), y_true=y_train)          "
      ],
      "metadata": {
        "id": "GU2GY1iNjGgq"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam kasus ini, saya menggunakan Boosting Algorithm untuk keperluan regresi. Algoritma ini bekerja dengan mempelajari dataset secara bertahap. Model akan mempelajari dataset awal, kemudian mempelajari kesalahan dari model tersebut dan memperbaikinya untuk kembali mempelajari dataset. Hal tersebut berulang sebanyak jumlah iterasi yang ditentukan."
      ],
      "metadata": {
        "id": "sLxqBx_1BpJv"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Untuk mengembangkan model Boosting Algorithm sederhana, model hanya membutuhkan nilai learning rate dan random state. Untuk itu, saya menggunakan learning rate 0,01 dan random state 55. Nilai ini dipilih agar model mempelajari data dengan perlahan dan agar dapat menghindari fluktuasi."
      ],
      "metadata": {
        "id": "WcW6c7d8YUxe"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.ensemble import AdaBoostRegressor\n",
        " \n",
        "boosting = AdaBoostRegressor(learning_rate=0.01, random_state=55)                             \n",
        "boosting.fit(X_train, y_train)\n",
        "models.loc['train_mse','Boosting'] = mean_squared_error(y_pred=boosting.predict(X_train), y_true=y_train)"
      ],
      "metadata": {
        "id": "WirJ7xLFjGYz"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Evaluation"
      ],
      "metadata": {
        "id": "oct40rMZ51up"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Dalam tahapan ini, model machine learning yang telah dilatih diuji untuk melihat model mana yang paling baik performanya. \n",
        "\n",
        "Performa model diukur dengan menggunakan metrik MSE, yang mana menghitung rata-rata dari kuadrat selisih antara nilai prediksi dan nilai sebenarnya."
      ],
      "metadata": {
        "id": "E73TB5JiCW_B"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Menghitung MSE tiap model untuk data latih dan uji"
      ],
      "metadata": {
        "id": "0klUDH01akLs"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "mse = pd.DataFrame(columns=['train', 'test'], index=['KNN','RF','Boosting'])\n",
        " \n",
        "model_dict = {'KNN': knn, 'RF': RF, 'Boosting': boosting}\n",
        " \n",
        "for name, model in model_dict.items():\n",
        "    mse.loc[name, 'train'] = mean_squared_error(y_true=y_train, y_pred=model.predict(X_train))/1e3 \n",
        "    mse.loc[name, 'test'] = mean_squared_error(y_true=y_test, y_pred=model.predict(X_test))/1e3\n",
        " \n",
        "mse"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 143
        },
        "id": "A9E77QzljUPG",
        "outputId": "89070af7-12ac-4ee9-8b7c-71130e8faac8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                train          test\n",
              "KNN       8620.225953  10339.424336\n",
              "RF         353.731448   1305.089708\n",
              "Boosting  3255.552586   3150.054948"
            ],
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              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>train</th>\n",
              "      <th>test</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>KNN</th>\n",
              "      <td>8620.225953</td>\n",
              "      <td>10339.424336</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>RF</th>\n",
              "      <td>353.731448</td>\n",
              "      <td>1305.089708</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Boosting</th>\n",
              "      <td>3255.552586</td>\n",
              "      <td>3150.054948</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-5297d309-e7ec-4305-8ef0-057b467d9293')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-5297d309-e7ec-4305-8ef0-057b467d9293 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-5297d309-e7ec-4305-8ef0-057b467d9293');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 64
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Membuat grafk MSE tiap model untuk data latih dan uji"
      ],
      "metadata": {
        "id": "r3EYQBTrarQ1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "fig, ax = plt.subplots()\n",
        "mse.sort_values(by='test', ascending=False).plot(kind='barh', ax=ax, zorder=3)\n",
        "ax.grid(zorder=0)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 265
        },
        "id": "u_Mj_YhXjZKb",
        "outputId": "7c794b12-cf18-4a1b-b1b2-383af7a2f873"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAY8AAAD4CAYAAAAUymoqAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAS30lEQVR4nO3df5BV5X3H8fdX3PBrcUFQRiEjaDImqRlBrcX4Y5ZYw4+kqVMzGjWNbdNiqzU0VgIkJoN/tKU1McjUaExKTJpgYzT+GNSKpmx1qtEAEkVlA0QTViMqKcgipIhP/7gHcl1Z2Afu3rM/3q+ZO5z7nB/3+9xn4cNzztl7I6WEJEk5Dim7AElS72N4SJKyGR6SpGyGhyQpm+EhScp2aNkF1Mvw4cPTe97znrLLqLtt27YxdOjQssuoq/7YZ7Df/Uk9+7xixYrXUkpHdGzvN+ExevRoli9fXnYZddfS0kJzc3PZZdRVf+wz2O/+pJ59johf7q3d01aSpGyGhyQpm+EhScrWb655SFKunTt30tbWxo4dO8ou5W2ampp47rnnanrMQYMGMXbsWBoaGrq0veEhSZ1oa2tj2LBhjBs3jogou5w9tm7dyrBhw2p2vJQSmzZtoq2tjfHjx3dpH09bSVInduzYwciRI3tUcHSHiGDkyJFZMyzDQ5L2oa8Hx265/TQ8JEnZvOYhSV00bs69NT3eC/M/us/1mzdvZvHixVx22WVZx50+fTqLFy9m+PDhB1PePjnzkKQeavPmzXz9619/R/ubb765z/3uu+++bg0OcOYhST3WnDlzWL9+PRMmTKChoYFBgwYxYsQInn32WdatW8e5557Lhg0b2LFjBzNnzmTGjBkAjBs3juXLl9Pe3s60adM444wzePTRRxkzZgx33303gwcPPujanHlIUg81f/58jjvuOFatWsW1117LypUruf7663nyyScBWLRoEStWrGD58uUsXLiQTZs2veMYa9eu5fLLL+eZZ55h+PDh3HHHHTWpzfCQpF7i1FNPfdvvYSxcuJATTzyRSZMmsWHDBtauXfuOfcaPH8+ECRMAOPnkk3nhhRdqUounrSSpl6j+GPaWlhYeeughHnvsMYYMGUJzc/Nef09j4MCBe5YHDBjA9u3ba1KLMw9J6qGGDRvG1q1b97puy5YtjBgxgiFDhrBmzRp+8pOf1LU2Zx6S1EX7u7W21kaOHMnpp5/OCSecwODBgxk9evSedVOnTuWmm27i/e9/P8cffzyTJk2qa239JjxaL3wZ5jWVXUbn5m0puwJJPdDixYv32j5w4EDuv//+va7bfV1j1KhRrF69ek/7VVddVbO6PG0lScpmeEiSshkekqRshockKZvhIUnKZnhIkrL1m1t1Jemg1fp2//3con+gH8kOsGDBAmbMmMGQIUMOtLp9cuYhST1UZx/J3hULFizgjTfeqHFFv+PMQ5J6qOqPZD/nnHM48sgjue2229i+fTvnnXce11xzDdu2beP888+nra2NXbt28aUvfYmNGzfy0ksvMXnyZEaNGsWyZctqXpvhIUk91Pz581m9ejWrVq1i6dKl3H777TzxxBO8/vrrXHzxxTz88MO8+uqrHH300dx7b+VbDrds2UJTUxPXXXcdy5YtY9SoUd1Sm6etJKkXWLp0KUuXLmXixImceeaZrFmzhrVr1/LBD36QBx98kNmzZ/PII4/Q1FSfj2Fy5iFJvUBKiblz53LppZeydetWhg0btmfdypUrue+++7j66qs5++yz+fKXv9zt9TjzkKQeqvoj2adMmcKiRYtob28H4MUXX+SVV17hpZdeYsiQIXzqU59i1qxZrFy58h37dgdnHpLUVXX+9Ovqj2SfNm0aF110EaeddhpvvfUWhx12GN/73vdYt24ds2bN4pBDDqGhoYEbb7wRgBkzZjB16lSOPvro/nfBPCJ2AU9TqfN54E9TSpsjYhzwHNBatfmpKaX/q3uRktSNOn4k+8yZM9922uq4445jypQp79jviiuu4Iorrui2unr6aavtKaUJKaUTgN8Al1etW1+s2/0wOCSpTnp6eFR7DBhTdhGSpF4SHhExADgbuKeq+biIWFU8biipNEl9XEqp7BLqIref0ZPfmKprHmOoXOOYnFLaVVzzWFKcztrX/jOAGQDHzF5ycldf95apQw+05B6nvb2dxsbGssuoq/7YZ7Df3aGxsZHRo0fT1NRERHTLaxyIXbt2MWDAgJodL6XEli1b2Lhx4567uXabPHnyipTSKR336enh0Z5SaoyIIcADwA9TSgu7Gh7Vxs25t8sdrfeX3HenlpYWmpubyy6jrvpjn8F+d4edO3fS1tbGjh07uuX4B2rHjh0MGjSopsccNGgQY8eOpaGh4W3tEbHX8OjRd1vtllJ6IyI+C9wVEQf2KWGSlKmhoYHx48eXXcY7tLS0MHHixFJr6BXXPABSSk8CTwEXll2LJPV3PXrmkVJq7PD8j6qedvmUlSSptnrNzEOS1HMYHpKkbIaHJCmb4SFJymZ4SJKyGR6SpGyGhyQpm+EhScpmeEiSshkekqRshockKZvhIUnKZnhIkrL16E/VraWBd15Ja2tr2WVIUp/gzEOSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2Q4tu4B6ab3wZZjXVHYZddcM0FJuDXvM21J2BZJqxJmHJCmb4SFJymZ4SJKyGR6SpGyGhyQpm+EhScpmeEiSshkekqRshockKZvhIUnKZnhIkrIZHpKkbIaHJCmb4SFJyrbf8IiIXRGxKiJ+FhErI+JDtSwgIr7Q4fmjtTy+JKn2ujLz2J5SmpBSOhGYC/xTjWt4W3iklGoaTpKk2ss9bXUY8L8AUXFtRKyOiKcj4oL9tB8VEQ8Xs5jVEXFmRMwHBhdt3y+2ay/+bI6Iloi4PSLWRMT3IyKKddOLthURsTAiltTo/ZAkdUGklPa9QcQu4GlgEHAU8OGU0oqIOA/4a2AqMAr4KfAHwIc6ab8IGJRS+oeIGAAMSSltjYj2lFJj1eu1p5QaI6IZuBv4PeAl4H+AWcByYC1wVkrp+Yi4FRiWUvrYXmqfAcwAOGb2kpMP5A1S97hl6tBuO3Z7ezuNjY3737CPsd/9Rz37PHny5BUppVM6tnfla2i3p5QmAETEacB3I+IE4Azg1pTSLmBjRPw38Pv7aP8psCgiGoC7UkqruvDaT6SU2orXXgWMA9qBX6SUni+2uZUiIDpKKd0M3Awwbs69+05J1VVzc3O3HbulpaVbj99T2e/+oyf0Oeu0VUrpMSqziSNyXyil9DBwFvAicEtEfLoLu/22ankX/eg71yWpJ8sKj4h4HzAA2AQ8AlwQEQMi4ggqwfBEZ+0RcQywMaX0TeBbwEnFYXcWs5GuagWOjYhxxfMLcvogSTp4Xfmf/ODilBFAAJeklHZFxJ3AacDPgAR8PqX08j7aLwFmRcROKqeeds88bgaeioiVKaWL91dMSml7RFwG/GdEbKNyOkySVEf7DY+U0oBO2hOVC9izutj+HeA7eznObGB21fPG4s8WoKWq/W+rdluWUnpfcffVDVQuokuS6qS3/ob5XxWzoWeAJuAbJdcjSf1Kr7wAnVL6GvC1suuQpP6qt848JEklMjwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2Xrlx5MciIF3Xklra2vZZdRdT/jSGEl9jzMPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpTN8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGWLlFLZNdTHvKZ+0lFJqjJvy0HtHhErUkqndGx35iFJymZ4SJKyGR6SpGyGhyQpm+EhScpmeEiSshkekqRshockKZvhIUnKZnhIkrIZHpKkbIaHJCmb4SFJymZ4SJKylRYeEdFetTw9In4eEcdExLyIeCMijuxk2xQRX616flVEzKtb4ZKk8mceEXE2sBCYllL6ZdH8GvD3nezyW+BPImJUPeqTJL1TqeEREWcB3wQ+llJaX7VqEXBBRBy+l93eBG4GPleHEiVJe1FmeAwE7gLOTSmt6bCunUqAzOxk3xuAiyOiqRvrkyR14tASX3sn8CjwGfYeEguBVRHxlY4rUkqvR8R3gc8C2zt7gYiYAcwAOGb2klrULKkPu2Xq0LJL6JL29nYaGxu7tnFLS7fUUGZ4vAWcD/w4Ir6QUvrH6pUppc0RsRi4vJP9FwArgW939gIppZupnOJi3Jx7/Q5zSfvU3Nxcdgld0tLSUnqtpV7zSCm9AXyUyimoz+xlk+uAS9lLyKWUfgPcRmXmIkmqo9LvtipCYCpwdUR8vMO614A7qVwf2ZuvAt51JUl1Vtppq5RSY9XyBmB88fSeDttdCVzZyX4bgSHdW6kkqaPSZx6SpN7H8JAkZTM8JEnZDA9JUjbDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRlMzwkSdkMD0lSNsNDkpStzC+DqquBd15Ja2tr2WXUXU/40ph66499Bvut+nLmIUnKZnhIkrIZHpKkbIaHJCmb4SFJymZ4SJKyGR6SpGyGhyQpm+EhScpmeEiSshkekqRshockKZvhIUnKZnhIkrIZHpKkbIaHJCmb4SFJyhYppbJrqIuI2Ar0v68ShFHAa2UXUWf9sc9gv/uTevb5mJTSER0b+83X0AKtKaVTyi6i3iJieX/rd3/sM9jvsuuop57QZ09bSZKyGR6SpGz9KTxuLruAkvTHfvfHPoP97k9K73O/uWAuSaqd/jTzkCTViOEhScrW58MjIqZGRGtErIuIOWXXc7Ai4t0RsSwino2IZyJiZtF+eEQ8GBFriz9HFO0REQuL/j8VESdVHeuSYvu1EXFJWX3qqogYEBFPRsSS4vn4iHi86NsPIuJdRfvA4vm6Yv24qmPMLdpbI2JKOT3puogYHhG3R8SaiHguIk7rJ2P9ueLne3VE3BoRg/rieEfEooh4JSJWV7XVbHwj4uSIeLrYZ2FERM2KTyn12QcwAFgPHAu8C/gZ8IGy6zrIPh0FnFQsDwN+DnwA+BdgTtE+B/jnYnk6cD8QwCTg8aL9cOAXxZ8jiuURZfdvP32/ElgMLCme3wZ8sli+CfibYvky4KZi+ZPAD4rlDxQ/AwOB8cXPxoCy+7WfPn8H+Mti+V3A8L4+1sAY4HlgcNU4/1lfHG/gLOAkYHVVW83GF3ii2DaKfafVrPay37xuHpjTgAeqns8F5pZdV437eDdwDpXfnj+qaDuKyi9FAnwDuLBq+9Zi/YXAN6ra37ZdT3sAY4EfAx8GlhR/GV4DDu041sADwGnF8qHFdtFx/Ku364kPoKn4RzQ6tPf1sR4DbCj+MTy0GO8pfXW8gXEdwqMm41usW1PV/rbtDvbR109b7f4h3K2taOsTiun5ROBxYHRK6dfFqpeB0cVyZ+9Bb3tvFgCfB94qno8ENqeU3iyeV9e/p2/F+i3F9r2tz+OBV4FvF6frvhURQ+njY51SehH4CvAr4NdUxm8FfX+8d6vV+I4plju210RfD48+KyIagTuAv0spvV69LlX+m9Fn7sGOiI8Br6SUVpRdS50dSuWUxo0ppYnANiqnMfboa2MNUJzj/2Mq4Xk0MBSYWmpRJenJ49vXw+NF4N1Vz8cWbb1aRDRQCY7vp5R+VDRvjIijivVHAa8U7Z29B73pvTkd+HhEvAD8B5VTV9cDwyNi9+ezVde/p2/F+iZgE72rz1D5n2JbSunx4vntVMKkL481wB8Cz6eUXk0p7QR+ROVnoK+P9261Gt8Xi+WO7TXR18Pjp8B7i7s03kXlYto9Jdd0UIq7Jf4NeC6ldF3VqnuA3XdZXELlWsju9k8Xd2pMArYUU+IHgI9ExIjif3ofKdp6nJTS3JTS2JTSOCpj+F8ppYuBZcAnis069nn3e/GJYvtUtH+yuDtnPPBeKhcUe6SU0svAhog4vmg6G3iWPjzWhV8BkyJiSPHzvrvffXq8q9RkfIt1r0fEpOJ9/HTVsQ5e2ReL6nAxajqVO5LWA18su54a9OcMKtPYp4BVxWM6lXO8PwbWAg8BhxfbB3BD0f+ngVOqjvUXwLri8edl962L/W/md3dbHUvlH4N1wA+BgUX7oOL5umL9sVX7f7F4L1qp4Z0n3djfCcDyYrzvonI3TZ8fa+AaYA2wGvh3KndM9bnxBm6lcl1nJ5WZ5mdqOb7AKcV7uB74VzrcfHEwDz+eRJKUra+ftpIkdQPDQ5KUzfCQJGUzPCRJ2QwPSVI2w0OSlM3wkCRl+39wSkFkjsCCpQAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Berdasarkan hasil diatas, kita mengetahui bahwa model Random Forest memiliki performa yang paling tinggi, ditandai dengan nilai MSE yang paling kecil baik pada dataset latih atau uji."
      ],
      "metadata": {
        "id": "JUCVx1uACez-"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Prediction"
      ],
      "metadata": {
        "id": "TjwUF8asjcXr"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Melakukan prediksi harga dengan menggunakan ketiga algoritma untuk melihat model yang paling baik"
      ],
      "metadata": {
        "id": "6O4bOPYWauZw"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "prediksi = X_test.iloc[:1].copy()\n",
        "pred_dict = {'y_true':y_test[:1]}\n",
        "for name, model in model_dict.items():\n",
        "    pred_dict['prediksi_'+name] = model.predict(prediksi).round(1)\n",
        " \n",
        "pd.DataFrame(pred_dict)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "j3Whi5vXjdmR",
        "outputId": "f50c9319-4ba7-41b4-a636-4db00cbbcf79"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       y_true  prediksi_KNN  prediksi_RF  prediksi_Boosting\n",
              "11495   23995       14560.1      23367.9            19105.9"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-501afcd5-2bd5-4b64-86fb-1c639173b1f3\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>y_true</th>\n",
              "      <th>prediksi_KNN</th>\n",
              "      <th>prediksi_RF</th>\n",
              "      <th>prediksi_Boosting</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>11495</th>\n",
              "      <td>23995</td>\n",
              "      <td>14560.1</td>\n",
              "      <td>23367.9</td>\n",
              "      <td>19105.9</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-501afcd5-2bd5-4b64-86fb-1c639173b1f3')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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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",
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              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "          document.querySelector('#df-501afcd5-2bd5-4b64-86fb-1c639173b1f3 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-501afcd5-2bd5-4b64-86fb-1c639173b1f3');\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",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 66
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Berdasarkan hasil prediksi, kita mengetahui bahwa Random Forest memiliki performa paling baik (nilai prediksi paling mendekati harga sebenarnya) sehingga kita akan menggunakannya untuk prediksi harga penjualan mobil."
      ],
      "metadata": {
        "id": "5yXFZnLkFaVZ"
      }
    }
  ]
}