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      "cell_type": "markdown",
      "source": [
        "Business Problem: A new jewelry company in the United States wants to develop a reliable approach to pricing its diamonds. The company wants to understand how strongly carat weight relates to price and whether carat weight alone is enough to set appropriate selling prices.\n",
        "\n",
        "Research question: Can a diamond’s carat weight predict its price?\n",
        "\n",
        "Hypothesis 1: Diamonds with a higher carat weight tend to have higher prices.\n",
        "\n",
        "Hypothesis 2: Adding cut, color, and clarity improves price predictions compared with using carat weight alone.\n",
        "\n",
        "Data source: The diamonds dataset was loaded using Seaborn. It contains 53,940 diamond records, including carat weight, price, cut, color, and clarity."
      ],
      "metadata": {
        "id": "9AOPyLx0Hun0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Import libraries\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns"
      ],
      "metadata": {
        "id": "49lWSwZvLA-m"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df = sns.load_dataset(\"diamonds\")"
      ],
      "metadata": {
        "id": "BhPx9pv9LTr8"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# First 10 rows\n",
        "df.head(10)"
      ],
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          "height": 447
        },
        "id": "PmjkshzlMFGc",
        "outputId": "3168ff17-9bb6-4e83-df47-0b0a6a93eaed"
      },
      "execution_count": null,
      "outputs": [
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            "text/plain": [
              "   carat        cut color clarity  depth  table  price     x     y     z\n",
              "0   0.23      Ideal     E     SI2   61.5   55.0    326  3.95  3.98  2.43\n",
              "1   0.21    Premium     E     SI1   59.8   61.0    326  3.89  3.84  2.31\n",
              "2   0.23       Good     E     VS1   56.9   65.0    327  4.05  4.07  2.31\n",
              "3   0.29    Premium     I     VS2   62.4   58.0    334  4.20  4.23  2.63\n",
              "4   0.31       Good     J     SI2   63.3   58.0    335  4.34  4.35  2.75\n",
              "5   0.24  Very Good     J    VVS2   62.8   57.0    336  3.94  3.96  2.48\n",
              "6   0.24  Very Good     I    VVS1   62.3   57.0    336  3.95  3.98  2.47\n",
              "7   0.26  Very Good     H     SI1   61.9   55.0    337  4.07  4.11  2.53\n",
              "8   0.22       Fair     E     VS2   65.1   61.0    337  3.87  3.78  2.49\n",
              "9   0.23  Very Good     H     VS1   59.4   61.0    338  4.00  4.05  2.39"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>carat</th>\n",
              "      <th>cut</th>\n",
              "      <th>color</th>\n",
              "      <th>clarity</th>\n",
              "      <th>depth</th>\n",
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              "      <th>0</th>\n",
              "      <td>0.23</td>\n",
              "      <td>Ideal</td>\n",
              "      <td>E</td>\n",
              "      <td>SI2</td>\n",
              "      <td>61.5</td>\n",
              "      <td>55.0</td>\n",
              "      <td>326</td>\n",
              "      <td>3.95</td>\n",
              "      <td>3.98</td>\n",
              "      <td>2.43</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.21</td>\n",
              "      <td>Premium</td>\n",
              "      <td>E</td>\n",
              "      <td>SI1</td>\n",
              "      <td>59.8</td>\n",
              "      <td>61.0</td>\n",
              "      <td>326</td>\n",
              "      <td>3.89</td>\n",
              "      <td>3.84</td>\n",
              "      <td>2.31</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.23</td>\n",
              "      <td>Good</td>\n",
              "      <td>E</td>\n",
              "      <td>VS1</td>\n",
              "      <td>56.9</td>\n",
              "      <td>65.0</td>\n",
              "      <td>327</td>\n",
              "      <td>4.05</td>\n",
              "      <td>4.07</td>\n",
              "      <td>2.31</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.29</td>\n",
              "      <td>Premium</td>\n",
              "      <td>I</td>\n",
              "      <td>VS2</td>\n",
              "      <td>62.4</td>\n",
              "      <td>58.0</td>\n",
              "      <td>334</td>\n",
              "      <td>4.20</td>\n",
              "      <td>4.23</td>\n",
              "      <td>2.63</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.31</td>\n",
              "      <td>Good</td>\n",
              "      <td>J</td>\n",
              "      <td>SI2</td>\n",
              "      <td>63.3</td>\n",
              "      <td>58.0</td>\n",
              "      <td>335</td>\n",
              "      <td>4.34</td>\n",
              "      <td>4.35</td>\n",
              "      <td>2.75</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>0.24</td>\n",
              "      <td>Very Good</td>\n",
              "      <td>J</td>\n",
              "      <td>VVS2</td>\n",
              "      <td>62.8</td>\n",
              "      <td>57.0</td>\n",
              "      <td>336</td>\n",
              "      <td>3.94</td>\n",
              "      <td>3.96</td>\n",
              "      <td>2.48</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>0.24</td>\n",
              "      <td>Very Good</td>\n",
              "      <td>I</td>\n",
              "      <td>VVS1</td>\n",
              "      <td>62.3</td>\n",
              "      <td>57.0</td>\n",
              "      <td>336</td>\n",
              "      <td>3.95</td>\n",
              "      <td>3.98</td>\n",
              "      <td>2.47</td>\n",
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              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>0.26</td>\n",
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              "    <tr>\n",
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              "      <td>0.22</td>\n",
              "      <td>Fair</td>\n",
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              "      <td>VS2</td>\n",
              "      <td>65.1</td>\n",
              "      <td>61.0</td>\n",
              "      <td>337</td>\n",
              "      <td>3.87</td>\n",
              "      <td>3.78</td>\n",
              "      <td>2.49</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>0.23</td>\n",
              "      <td>Very Good</td>\n",
              "      <td>H</td>\n",
              "      <td>VS1</td>\n",
              "      <td>59.4</td>\n",
              "      <td>61.0</td>\n",
              "      <td>338</td>\n",
              "      <td>4.00</td>\n",
              "      <td>4.05</td>\n",
              "      <td>2.39</td>\n",
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              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 53940,\n  \"fields\": [\n    {\n      \"column\": \"carat\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.47401124440538067,\n        \"min\": 0.2,\n        \"max\": 5.01,\n        \"num_unique_values\": 273,\n        \"samples\": [\n          0.77,\n          1.58,\n          0.65\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"cut\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"Premium\",\n          \"Fair\",\n          \"Good\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"color\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 7,\n        \"samples\": [\n          \"E\",\n          \"I\",\n          \"G\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"clarity\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 8,\n        \"samples\": [\n          \"SI1\",\n          \"VVS1\",\n          \"SI2\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"depth\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.4326213188337733,\n        \"min\": 43.0,\n        \"max\": 79.0,\n        \"num_unique_values\": 184,\n        \"samples\": [\n          61.0,\n          62.9,\n          70.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"table\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.234490562820938,\n        \"min\": 43.0,\n        \"max\": 95.0,\n        \"num_unique_values\": 127,\n        \"samples\": [\n          54.8,\n          61.5,\n          57.6\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3989,\n        \"min\": 326,\n        \"max\": 18823,\n        \"num_unique_values\": 11602,\n        \"samples\": [\n          16368,\n          895,\n          748\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"x\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.1217607467924422,\n        \"min\": 0.0,\n        \"max\": 10.74,\n        \"num_unique_values\": 554,\n        \"samples\": [\n          5.88,\n          5.69,\n          4.61\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"y\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.1421346741235396,\n        \"min\": 0.0,\n        \"max\": 58.9,\n        \"num_unique_values\": 552,\n        \"samples\": [\n          5.33,\n          5.61,\n          5.25\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"z\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7056988469499964,\n        \"min\": 0.0,\n        \"max\": 31.8,\n        \"num_unique_values\": 375,\n        \"samples\": [\n          3.36,\n          2.45,\n          2.7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
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          "metadata": {},
          "execution_count": 3
        }
      ]
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    {
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      "source": [
        "# Which columns are included in this dataset\n",
        "df.columns\n"
      ],
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        "colab": {
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              "Index(['carat', 'cut', 'color', 'clarity', 'depth', 'table', 'price', 'x', 'y',\n",
              "       'z'],\n",
              "      dtype='object')"
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        "df.shape"
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            "text/plain": [
              "(53940, 10)"
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          "execution_count": 5
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        "# Check whether values are missing, then count the missing values in each column.\n",
        "df.isnull().sum()"
      ],
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          "data": {
            "text/plain": [
              "carat      0\n",
              "cut        0\n",
              "color      0\n",
              "clarity    0\n",
              "depth      0\n",
              "table      0\n",
              "price      0\n",
              "x          0\n",
              "y          0\n",
              "z          0\n",
              "dtype: int64"
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              "      <th>carat</th>\n",
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              "</div><br><label><b>dtype:</b> int64</label>"
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    {
      "cell_type": "code",
      "source": [
        "# Statistics for carat weight and price, once this is what I am looking for\n",
        "df[[\"carat\", \"price\"]].describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "gi85jorsMzYJ",
        "outputId": "1cbf604a-435d-4b82-cb60-3e1238cdbb3f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              carat         price\n",
              "count  53940.000000  53940.000000\n",
              "mean       0.797940   3932.799722\n",
              "std        0.474011   3989.439738\n",
              "min        0.200000    326.000000\n",
              "25%        0.400000    950.000000\n",
              "50%        0.700000   2401.000000\n",
              "75%        1.040000   5324.250000\n",
              "max        5.010000  18823.000000"
            ],
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              "\n",
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              "      <th>carat</th>\n",
              "      <th>price</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>53940.000000</td>\n",
              "      <td>53940.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>0.797940</td>\n",
              "      <td>3932.799722</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.474011</td>\n",
              "      <td>3989.439738</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>0.200000</td>\n",
              "      <td>326.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>0.400000</td>\n",
              "      <td>950.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>0.700000</td>\n",
              "      <td>2401.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>1.040000</td>\n",
              "      <td>5324.250000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>5.010000</td>\n",
              "      <td>18823.000000</td>\n",
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              "                                                    [key], {});\n",
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              "\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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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"df[[\\\"carat\\\", \\\"price\\\"]]\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"carat\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 19070.234478413542,\n        \"min\": 0.2,\n        \"max\": 53940.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.7979397478680014,\n          0.7,\n          53940.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 18224.294570634513,\n        \"min\": 326.0,\n        \"max\": 53940.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          3932.799721913237,\n          2401.0,\n          53940.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The table shows that this dataset contains 53.940 diamonds and prices. The mean for the diamond is 0,798 and for the price is US3,932,80. The median is 0,70 and US2,401,00. The max is 5,01 and US18,823.00"
      ],
      "metadata": {
        "id": "fxCeArrTNIZt"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Calculate correlations between numeric variables\n",
        "correlation_matrix = df.select_dtypes(include=\"number\").corr()\n",
        "\n",
        "# Create a correlation heatmap\n",
        "plt.figure(figsize=(9, 7))\n",
        "\n",
        "sns.heatmap(\n",
        "    correlation_matrix,\n",
        "    annot=True,\n",
        "    fmt=\".2f\",\n",
        "    cmap=\"coolwarm\",\n",
        "    vmin=-1,\n",
        "    vmax=1,\n",
        "    center=0\n",
        ")\n",
        "\n",
        "plt.title(\"Correlation Between Diamond Characteristics\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "US93hRnkS15F",
        "outputId": "df153e82-45ff-4784-bae8-c82540f4ce0f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The heatmap shows that carat weight has the strongest correlation with price among the numeric characteristics examined (r = .92). The diamond’s dimensions (x, y, and z) also have strong positive correlations with price. In comparison, depth and table percentages have weak linear correlations with price. These findings support using carat weight as the predictor in the simple linear regression."
      ],
      "metadata": {
        "id": "RALb0hEZTAzO"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "plt.figure(figsize=(8, 5))\n",
        "plt.scatter(df[\"carat\"], df[\"price\"], alpha=0.15, s=10)\n",
        "\n",
        "plt.title(\"Diamond Price vs. Carat Weight\")\n",
        "plt.xlabel(\"Carat Weight\")\n",
        "plt.ylabel(\"Price (USD)\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 356
        },
        "id": "Kuz30yExNo7J",
        "outputId": "a5c8e451-aed1-4e85-87ed-4994456170f2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "This graph shows that there is a positive association between carat and price. As carat weight increases, price usually increases as well.\n",
        "However, it is possible to see that diamonds with the same carat weight can have different prices, and in some weight ranges prices show a bigger variability."
      ],
      "metadata": {
        "id": "O9PaTsrYN9TB"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Pearson correlation and p-value\n",
        "import scipy.stats as st\n",
        "correlation = st.pearsonr(df[\"carat\"], df[\"price\"])\n",
        "\n",
        "print(\"Pearson correlation (r):\", round(correlation.statistic, 4))\n",
        "print(\"P-value:\", correlation.pvalue)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ETl2uVxiOae8",
        "outputId": "0d034b11-d287-4b3c-dece-59b161235857"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Pearson correlation (r): 0.9216\n",
            "P-value: 0.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The Pearson correlation coefficient is r=0.9216, which indicates a strong positive linear association between carat weight and diamond price (r varies from -1 up to +1, and closer to +1 stronger the linear association).\n",
        "Also, p-value < 0.001, supporting the hypothesis that heavier/bigger diamonds tend to have higher prices.\n",
        "It is important to highlight that correlation does not establish causation."
      ],
      "metadata": {
        "id": "pP-kT9FaOqxh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Fit a simple linear regression model\n",
        "model = st.linregress(df[\"carat\"], df[\"price\"])\n",
        "\n",
        "# Display the regression coefficients and R-squared\n",
        "print(\"Slope:\", round(model.slope, 4))\n",
        "print(\"Intercept:\", round(model.intercept, 4))\n",
        "print(\"R-squared:\", round(model.rvalue ** 2, 4))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dKDlof7fPCmW",
        "outputId": "01d99726-c38c-42db-f748-032e98a234ab"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Slope: 7756.4256\n",
            "Intercept: -2256.3606\n",
            "R-squared: 0.8493\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The regression equation:\n",
        "**price = -2256.36 + 7756.43 x carat**"
      ],
      "metadata": {
        "id": "kaua4TddPoHp"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Each additional carat was linked with an increase of U$7,756.43 in predicted price. The model's R-squared of 0.8493 means that approximately 84.93% of the variation in diamond prices was explained by the linear relationship with carat weight."
      ],
      "metadata": {
        "id": "Wt2GMHIpP22z"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Predicting the price of a 1-carat diamond (Chapter 6, section 1.1)\n",
        "\n",
        "import numpy as np\n",
        "\n",
        "prediction = np.dot([1, 1], [model.slope, model.intercept])\n",
        "\n",
        "print(\"Predicted price for a 1-carat diamond:\", round(prediction, 2))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "E0z_fjA3Prrl",
        "outputId": "a38f1158-1329-4507-a302-35883ac5c230"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Predicted price for a 1-carat diamond: 5500.07\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Using the regression equation, the **predicted price of a 1-carat diamond was $5,500.07**. This estimate is based only on carat weight and does not account for differences in other caractheristics such as cut, color, or clarity."
      ],
      "metadata": {
        "id": "8AHh1k9kQsyn"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Book section 6.3.3\n",
        "\n",
        "import statsmodels.api as sm\n",
        "from statsmodels.formula.api import ols\n",
        "\n",
        "# Fit the regression using the formula approach\n",
        "results = ols(\"price ~ carat\", data=df).fit()\n",
        "\n",
        "# Display the regression summary\n",
        "print(results.summary())\n",
        "\n",
        "# Display the ANOVA table\n",
        "print(\"\\nANOVA table:\")\n",
        "print(sm.stats.anova_lm(results))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DSlgIaWcRc6v",
        "outputId": "7887e31e-5f17-4cf8-a819-79d91af255d0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                            OLS Regression Results                            \n",
            "==============================================================================\n",
            "Dep. Variable:                  price   R-squared:                       0.849\n",
            "Model:                            OLS   Adj. R-squared:                  0.849\n",
            "Method:                 Least Squares   F-statistic:                 3.041e+05\n",
            "Date:                Fri, 09 Oct 2026   Prob (F-statistic):               0.00\n",
            "Time:                        03:44:31   Log-Likelihood:            -4.7273e+05\n",
            "No. Observations:               53940   AIC:                         9.455e+05\n",
            "Df Residuals:                   53938   BIC:                         9.455e+05\n",
            "Df Model:                           1                                         \n",
            "Covariance Type:            nonrobust                                         \n",
            "==============================================================================\n",
            "                 coef    std err          t      P>|t|      [0.025      0.975]\n",
            "------------------------------------------------------------------------------\n",
            "Intercept  -2256.3606     13.055   -172.830      0.000   -2281.949   -2230.772\n",
            "carat       7756.4256     14.067    551.408      0.000    7728.855    7783.996\n",
            "==============================================================================\n",
            "Omnibus:                    14025.341   Durbin-Watson:                   0.986\n",
            "Prob(Omnibus):                  0.000   Jarque-Bera (JB):           153030.525\n",
            "Skew:                           0.939   Prob(JB):                         0.00\n",
            "Kurtosis:                      11.035   Cond. No.                         3.65\n",
            "==============================================================================\n",
            "\n",
            "Notes:\n",
            "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
            "\n",
            "ANOVA table:\n",
            "               df        sum_sq       mean_sq              F  PR(>F)\n",
            "carat         1.0  7.291274e+11  7.291274e+11  304050.905941     0.0\n",
            "Residual  53938.0  1.293457e+11  2.398044e+06            NaN     NaN\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The regression model was statistically significant, **F(1, 53938) = 304050.91, p < .001, and explained approximately 84.9%** of the variation in diamond prices. Carat weight was positively associated with price. These results support the proposed hypothesis, although the model’s assumptions and prediction limitations must also be considered."
      ],
      "metadata": {
        "id": "jHMH4uaFR8SC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Obtain fitted prices and residuals\n",
        "predicted_prices = results.fittedvalues\n",
        "residuals = results.resid\n",
        "\n",
        "# Plot residuals against fitted prices\n",
        "plt.figure(figsize=(8, 5))\n",
        "plt.scatter(predicted_prices, residuals, alpha=0.15, s=10)\n",
        "plt.axhline(y=0, color=\"red\", linestyle=\"--\")\n",
        "\n",
        "plt.title(\"Residuals vs. Predicted Diamond Prices\")\n",
        "plt.xlabel(\"Predicted Price (USD)\")\n",
        "plt.ylabel(\"Residual (Actual Price - Predicted Price)\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 351
        },
        "id": "sSH2ZYH-SCVc",
        "outputId": "6132b083-22fc-4081-8320-775e156ff81a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The residual plot shows that the **model makes larger errors for some diamonds than for others**. It predicts prices that are too high for diamonds with the highest predicted values. Although the model explains about 84.9% of the variation in price, **carat weight alone does not give an accurate price estimate for every diamond.**"
      ],
      "metadata": {
        "id": "lrZRw0jfSPqG"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **Hypothesis 2**\n",
        "\n",
        "Adding cut, color, and clarity improves price predictions compared with using carat weight alone.\n",
        "\n",
        "To test this hypothesis, I decided to compare a model using only carat weight with a model that also includes cut, color, and clarity. Both models will use the same training data and will be evaluated on the same test data."
      ],
      "metadata": {
        "id": "9QBvQPf8nL0-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "\n",
        "# Select the variables needed for both models\n",
        "model_data = df[[\"price\", \"carat\", \"cut\", \"color\", \"clarity\"]].copy()\n",
        "\n",
        "# Keep identical records together to prevent overlap between sets\n",
        "unique_records = model_data.drop_duplicates()\n",
        "\n",
        "# Use 80% for training and 20% for testing\n",
        "train_data, test_data = train_test_split(\n",
        "    unique_records,\n",
        "    test_size=0.20,\n",
        "    random_state=42\n",
        ")\n",
        "\n",
        "print(\"Training records:\", len(train_data))\n",
        "print(\"Test records:\", len(test_data))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "J0YHdSXnnUBH",
        "outputId": "95ff8b3c-0928-49d0-c760-9eedc93d0e4c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Training records: 31804\n",
            "Test records: 7952\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from statsmodels.formula.api import ols\n",
        "\n",
        "# Model 1: predict price using carat weight alone\n",
        "simple_model = ols(\n",
        "    \"price ~ carat\",\n",
        "    data=train_data\n",
        ").fit()\n",
        "\n",
        "# Model 2: add cut, color, and clarity\n",
        "multiple_model = ols(\n",
        "    \"price ~ carat + C(cut) + C(color) + C(clarity)\",\n",
        "    data=train_data\n",
        ").fit()"
      ],
      "metadata": {
        "id": "-x6NbOK-nYC5"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "from sklearn.metrics import mean_absolute_error, mean_squared_error\n",
        "\n",
        "# Predict prices for the same test diamonds\n",
        "simple_predictions = simple_model.predict(test_data)\n",
        "multiple_predictions = multiple_model.predict(test_data)\n",
        "\n",
        "# Compare prediction errors in dollars\n",
        "comparison = pd.DataFrame({\n",
        "    \"Model\": [\"Carat only\", \"Carat + cut + color + clarity\"],\n",
        "    \"MAE (USD)\": [\n",
        "        mean_absolute_error(test_data[\"price\"], simple_predictions),\n",
        "        mean_absolute_error(test_data[\"price\"], multiple_predictions)\n",
        "    ],\n",
        "    \"RMSE (USD)\": [\n",
        "        mean_squared_error(test_data[\"price\"], simple_predictions) ** 0.5,\n",
        "        mean_squared_error(test_data[\"price\"], multiple_predictions) ** 0.5\n",
        "    ]\n",
        "})\n",
        "\n",
        "comparison.round(2)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 111
        },
        "id": "wPJNZnIBnn0K",
        "outputId": "2a01821b-ffec-4ea6-ef3d-0f2c8e0b7d89"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                           Model  MAE (USD)  RMSE (USD)\n",
              "0                     Carat only    1154.76     1702.35\n",
              "1  Carat + cut + color + clarity     872.09     1242.03"
            ],
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              "      <th></th>\n",
              "      <th>Model</th>\n",
              "      <th>MAE (USD)</th>\n",
              "      <th>RMSE (USD)</th>\n",
              "    </tr>\n",
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              "  <tbody>\n",
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              "      <td>Carat only</td>\n",
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              "      <td>1702.35</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Carat + cut + color + clarity</td>\n",
              "      <td>872.09</td>\n",
              "      <td>1242.03</td>\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"comparison\",\n  \"rows\": 2,\n  \"fields\": [\n    {\n      \"column\": \"Model\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"Carat + cut + color + clarity\",\n          \"Carat only\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MAE (USD)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 199.87787383800134,\n        \"min\": 872.09,\n        \"max\": 1154.76,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          872.09,\n          1154.76\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"RMSE (USD)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 325.49539351579153,\n        \"min\": 1242.03,\n        \"max\": 1702.35,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1242.03,\n          1702.35\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 17
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The results support Hypothesis 2. When we added cut, color, and clarity, the average prediction error dropped from USD1,154.76 to USD872.09, about 24.5% lower. Both models were tested on the same diamonds.\n",
        "\n",
        "This suggests that the jewelry company should consider these characteristics along with carat weight when pricing diamonds. The improved model still makes mistakes, so the company should also check current market prices before setting its final prices."
      ],
      "metadata": {
        "id": "3SX7oFvJoPIO"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Use the same axis limits for both models\n",
        "lower = min(\n",
        "    test_data[\"price\"].min(),\n",
        "    simple_predictions.min(),\n",
        "    multiple_predictions.min(),\n",
        "    0\n",
        ")\n",
        "\n",
        "upper = max(\n",
        "    test_data[\"price\"].max(),\n",
        "    simple_predictions.max(),\n",
        "    multiple_predictions.max()\n",
        ")\n",
        "\n",
        "fig, axes = plt.subplots(\n",
        "    1, 2, figsize=(12, 5), sharex=True, sharey=True\n",
        ")\n",
        "\n",
        "# Plot actual versus predicted prices for each model\n",
        "for ax, predictions, title in zip(\n",
        "    axes,\n",
        "    [simple_predictions, multiple_predictions],\n",
        "    [\"Carat Only\", \"Carat + Cut + Color + Clarity\"]\n",
        "):\n",
        "    ax.scatter(\n",
        "        test_data[\"price\"], predictions,\n",
        "        alpha=0.15, s=10\n",
        "    )\n",
        "\n",
        "    # Reference line: predicted price equals actual price\n",
        "    ax.plot(\n",
        "        [lower, upper], [lower, upper],\n",
        "        color=\"red\", linestyle=\"--\",\n",
        "        label=\"Perfect prediction\"\n",
        "    )\n",
        "\n",
        "    ax.set_title(title)\n",
        "    ax.set_xlabel(\"Actual Price (USD)\")\n",
        "    ax.set_xlim(lower, upper)\n",
        "    ax.set_ylim(lower, upper)\n",
        "    ax.legend()\n",
        "\n",
        "axes[0].set_ylabel(\"Predicted Price (USD)\")\n",
        "plt.suptitle(\"Model Comparison on Test Data\")\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 231
        },
        "id": "31PXRSzIn-RX",
        "outputId": "1bc5aae2-e8ec-4be3-c164-96e3f7f9c2fe"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Business Recommendations\n",
        "\n",
        "- Use carat weight as a starting point for pricing.\n",
        "\n",
        "- Include cut, color, and clarity in the next pricing model.\n",
        "\n",
        "- Compare estimates with current U.S. market prices.\n",
        "\n",
        "- Account for costs and target profit margins.\n",
        "\n",
        "- Review unusual diamonds individually and update prices using sales results."
      ],
      "metadata": {
        "id": "_iSv7lsxouvp"
      }
    }
  ]
}