{
"cells": [
{
"cell_type": "markdown",
"id": "f2dbfe83",
"metadata": {},
"source": [
"# Lesson 16 activity: feature engineering\n",
"\n",
"## Notebook set up\n",
"\n",
"Submit your notebook to the class leaderboard on HuggingFace at [huggingface.co/spaces/gperdrizet/leaderboard](https://huggingface.co/spaces/gperdrizet/leaderboard)\n",
"\n",
"**Your task**: Apply at least two different feature engineering techniques to the `housing_df` dataframe to improve the dataset. At the end of the notebook, your engineered dataset and the original dataset will be used to train a linear regression model to predict `MedHouseVal`. Your goal is to achieve better model performance via feature engineering.\n",
"\n",
"Don't change any of the code in the Model evaluation section of the notebook, especially the output saving. Otherwise the leaderboard scoring may not work!\n",
"\n",
"Before applying transformations, explore the dataset to understand what techniques might be most beneficial.\n",
"\n",
"### Import libraries"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "981d7f9f",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:26.781866Z",
"iopub.status.busy": "2026-06-30T16:48:26.781447Z",
"iopub.status.idle": "2026-06-30T16:48:28.907306Z",
"shell.execute_reply": "2026-06-30T16:48:28.905280Z"
}
},
"outputs": [],
"source": [
"from pathlib import Path\n",
"\n",
"import pandas as pd\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from sklearn.linear_model import LinearRegression\n",
"from sklearn.model_selection import cross_val_score\n",
"\n",
"# Set random seed for reproducibility\n",
"np.random.seed(315)"
]
},
{
"cell_type": "markdown",
"id": "af33c7c8",
"metadata": {},
"source": [
"### Load dataset"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "fd5fd573",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:28.911387Z",
"iopub.status.busy": "2026-06-30T16:48:28.910964Z",
"iopub.status.idle": "2026-06-30T16:48:29.428903Z",
"shell.execute_reply": "2026-06-30T16:48:29.426860Z"
}
},
"outputs": [],
"source": [
"# Load California housing dataset\n",
"original_housing_df = pd.read_csv('https://media.githubusercontent.com/media/gperdrizet/fullstack-2605/refs/heads/main/data/california_housing.csv')\n",
"housing_df = original_housing_df.copy()"
]
},
{
"cell_type": "markdown",
"id": "7d0f6873",
"metadata": {},
"source": [
"## Task 1: Explore the dataset\n",
"\n",
"Before deciding what feature engineering techniques to apply, explore the dataset to understand its characteristics.\n",
"\n",
"**Things to investigate**:\n",
"- Display basic information about the dataset (`.info()`, `.describe()`)\n",
"- Check for missing values\n",
"- Examine feature distributions (histograms, box plots)\n",
"- Look at feature scales and ranges\n",
"- Look for relationships (or lack thereof) between features and between features and the label\n",
"\n",
"Use this exploration to inform your feature engineering decisions in the following tasks."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "7ce1254f",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:29.433863Z",
"iopub.status.busy": "2026-06-30T16:48:29.433546Z",
"iopub.status.idle": "2026-06-30T16:48:29.502112Z",
"shell.execute_reply": "2026-06-30T16:48:29.500229Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Rows: 20,640\n",
"Columns: 9\n",
"\n",
"Missing values by column:\n"
]
},
{
"data": {
"text/plain": [
"MedInc 0\n",
"HouseAge 0\n",
"AveRooms 0\n",
"AveBedrms 0\n",
"Population 0\n",
"AveOccup 0\n",
"Latitude 0\n",
"Longitude 0\n",
"MedHouseVal 0\n",
"dtype: int64"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" count \n",
" mean \n",
" std \n",
" min \n",
" 25% \n",
" 50% \n",
" 75% \n",
" max \n",
" \n",
" \n",
" \n",
" \n",
" MedInc \n",
" 20640.0 \n",
" 3.870671 \n",
" 1.899822 \n",
" 0.499900 \n",
" 2.563400 \n",
" 3.534800 \n",
" 4.743250 \n",
" 15.000100 \n",
" \n",
" \n",
" HouseAge \n",
" 20640.0 \n",
" 28.639486 \n",
" 12.585558 \n",
" 1.000000 \n",
" 18.000000 \n",
" 29.000000 \n",
" 37.000000 \n",
" 52.000000 \n",
" \n",
" \n",
" AveRooms \n",
" 20640.0 \n",
" 5.429000 \n",
" 2.474173 \n",
" 0.846154 \n",
" 4.440716 \n",
" 5.229129 \n",
" 6.052381 \n",
" 141.909091 \n",
" \n",
" \n",
" AveBedrms \n",
" 20640.0 \n",
" 1.096675 \n",
" 0.473911 \n",
" 0.333333 \n",
" 1.006079 \n",
" 1.048780 \n",
" 1.099526 \n",
" 34.066667 \n",
" \n",
" \n",
" Population \n",
" 20640.0 \n",
" 1425.476744 \n",
" 1132.462122 \n",
" 3.000000 \n",
" 787.000000 \n",
" 1166.000000 \n",
" 1725.000000 \n",
" 35682.000000 \n",
" \n",
" \n",
" AveOccup \n",
" 20640.0 \n",
" 3.070655 \n",
" 10.386050 \n",
" 0.692308 \n",
" 2.429741 \n",
" 2.818116 \n",
" 3.282261 \n",
" 1243.333333 \n",
" \n",
" \n",
" Latitude \n",
" 20640.0 \n",
" 35.631861 \n",
" 2.135952 \n",
" 32.540000 \n",
" 33.930000 \n",
" 34.260000 \n",
" 37.710000 \n",
" 41.950000 \n",
" \n",
" \n",
" Longitude \n",
" 20640.0 \n",
" -119.569704 \n",
" 2.003532 \n",
" -124.350000 \n",
" -121.800000 \n",
" -118.490000 \n",
" -118.010000 \n",
" -114.310000 \n",
" \n",
" \n",
" MedHouseVal \n",
" 20640.0 \n",
" 2.068558 \n",
" 1.153956 \n",
" 0.149990 \n",
" 1.196000 \n",
" 1.797000 \n",
" 2.647250 \n",
" 5.000010 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" count mean std min 25% \\\n",
"MedInc 20640.0 3.870671 1.899822 0.499900 2.563400 \n",
"HouseAge 20640.0 28.639486 12.585558 1.000000 18.000000 \n",
"AveRooms 20640.0 5.429000 2.474173 0.846154 4.440716 \n",
"AveBedrms 20640.0 1.096675 0.473911 0.333333 1.006079 \n",
"Population 20640.0 1425.476744 1132.462122 3.000000 787.000000 \n",
"AveOccup 20640.0 3.070655 10.386050 0.692308 2.429741 \n",
"Latitude 20640.0 35.631861 2.135952 32.540000 33.930000 \n",
"Longitude 20640.0 -119.569704 2.003532 -124.350000 -121.800000 \n",
"MedHouseVal 20640.0 2.068558 1.153956 0.149990 1.196000 \n",
"\n",
" 50% 75% max \n",
"MedInc 3.534800 4.743250 15.000100 \n",
"HouseAge 29.000000 37.000000 52.000000 \n",
"AveRooms 5.229129 6.052381 141.909091 \n",
"AveBedrms 1.048780 1.099526 34.066667 \n",
"Population 1166.000000 1725.000000 35682.000000 \n",
"AveOccup 2.818116 3.282261 1243.333333 \n",
"Latitude 34.260000 37.710000 41.950000 \n",
"Longitude -118.490000 -118.010000 -114.310000 \n",
"MedHouseVal 1.797000 2.647250 5.000010 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"print(f'Rows: {housing_df.shape[0]:,}')\n",
"print(f'Columns: {housing_df.shape[1]}')\n",
"print('\\nMissing values by column:')\n",
"display(housing_df.isna().sum())\n",
"\n",
"display(housing_df.describe().T)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "bf2d7514",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:29.506432Z",
"iopub.status.busy": "2026-06-30T16:48:29.506125Z",
"iopub.status.idle": "2026-06-30T16:48:29.524502Z",
"shell.execute_reply": "2026-06-30T16:48:29.523335Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Correlation with MedHouseVal \n",
" \n",
" \n",
" \n",
" \n",
" MedInc \n",
" 0.688075 \n",
" \n",
" \n",
" AveRooms \n",
" 0.151948 \n",
" \n",
" \n",
" Latitude \n",
" -0.144160 \n",
" \n",
" \n",
" HouseAge \n",
" 0.105623 \n",
" \n",
" \n",
" AveBedrms \n",
" -0.046701 \n",
" \n",
" \n",
" Longitude \n",
" -0.045967 \n",
" \n",
" \n",
" Population \n",
" -0.024650 \n",
" \n",
" \n",
" AveOccup \n",
" -0.023737 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Correlation with MedHouseVal\n",
"MedInc 0.688075\n",
"AveRooms 0.151948\n",
"Latitude -0.144160\n",
"HouseAge 0.105623\n",
"AveBedrms -0.046701\n",
"Longitude -0.045967\n",
"Population -0.024650\n",
"AveOccup -0.023737"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"feature_columns = housing_df.drop('MedHouseVal', axis=1).columns\n",
"correlations = (\n",
" housing_df[feature_columns]\n",
" .corrwith(housing_df['MedHouseVal'])\n",
" .sort_values(key=lambda values: values.abs(), ascending=False)\n",
")\n",
"\n",
"display(correlations.to_frame('Correlation with MedHouseVal'))"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "370d71a0",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:29.527087Z",
"iopub.status.busy": "2026-06-30T16:48:29.526802Z",
"iopub.status.idle": "2026-06-30T16:48:31.197237Z",
"shell.execute_reply": "2026-06-30T16:48:31.195817Z"
}
},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, axs = plt.subplots(2, 4, figsize=(12, 6))\n",
"\n",
"for ax, column in zip(axs.ravel(), feature_columns):\n",
" ax.hist(housing_df[column], bins=40)\n",
" ax.set_title(column)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "1dfb2bd2",
"metadata": {},
"source": [
"## Task 2: Apply your first feature engineering technique\n",
"\n",
"Based on your exploration, apply your first feature engineering technique.\n",
"\n",
"**Example approaches**:\n",
"- Transform skewed features using log, sqrt, power, or quantile transformations\n",
"- Create bins/categories from continuous variables\n",
"- Create interaction features (e.g., rooms per household = total rooms / households)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "0a9f837e",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:31.199863Z",
"iopub.status.busy": "2026-06-30T16:48:31.199598Z",
"iopub.status.idle": "2026-06-30T16:48:31.225923Z",
"shell.execute_reply": "2026-06-30T16:48:31.224839Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" count \n",
" mean \n",
" std \n",
" min \n",
" 25% \n",
" 50% \n",
" 75% \n",
" max \n",
" \n",
" \n",
" \n",
" \n",
" BedroomsPerRoom \n",
" 20640.0 \n",
" 0.213075 \n",
" 0.058023 \n",
" 0.100000 \n",
" 0.175426 \n",
" 0.203181 \n",
" 0.239834 \n",
" 1.000000 \n",
" \n",
" \n",
" PopulationPerHousehold \n",
" 20640.0 \n",
" 499.539680 \n",
" 382.329753 \n",
" 1.000000 \n",
" 280.000000 \n",
" 409.000000 \n",
" 605.000000 \n",
" 6082.000000 \n",
" \n",
" \n",
" RoomsPerPerson \n",
" 20640.0 \n",
" 0.025028 \n",
" 0.174101 \n",
" 0.000746 \n",
" 0.008140 \n",
" 0.012683 \n",
" 0.019576 \n",
" 12.900826 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" count mean std min 25% \\\n",
"BedroomsPerRoom 20640.0 0.213075 0.058023 0.100000 0.175426 \n",
"PopulationPerHousehold 20640.0 499.539680 382.329753 1.000000 280.000000 \n",
"RoomsPerPerson 20640.0 0.025028 0.174101 0.000746 0.008140 \n",
"\n",
" 50% 75% max \n",
"BedroomsPerRoom 0.203181 0.239834 1.000000 \n",
"PopulationPerHousehold 409.000000 605.000000 6082.000000 \n",
"RoomsPerPerson 0.012683 0.019576 12.900826 "
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"housing_df['BedroomsPerRoom'] = housing_df['AveBedrms'] / housing_df['AveRooms']\n",
"housing_df['PopulationPerHousehold'] = housing_df['Population'] / housing_df['AveOccup']\n",
"housing_df['RoomsPerPerson'] = housing_df['AveRooms'] / housing_df['PopulationPerHousehold']\n",
"\n",
"housing_df[[\n",
" 'BedroomsPerRoom',\n",
" 'PopulationPerHousehold',\n",
" 'RoomsPerPerson'\n",
"]].describe().T"
]
},
{
"cell_type": "markdown",
"id": "ef42727b",
"metadata": {},
"source": [
"## Task 3: Apply your second feature engineering technique\n",
"\n",
"**Example approaches**:\n",
"- Scale features to similar ranges\n",
"- Encode any categorical variables you created\n",
"- Create aggregate statistics by groups"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "c9e1532a",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:31.228252Z",
"iopub.status.busy": "2026-06-30T16:48:31.227997Z",
"iopub.status.idle": "2026-06-30T16:48:31.257432Z",
"shell.execute_reply": "2026-06-30T16:48:31.256282Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" count \n",
" mean \n",
" std \n",
" min \n",
" 25% \n",
" 50% \n",
" 75% \n",
" max \n",
" \n",
" \n",
" \n",
" \n",
" LogPopulation \n",
" 20640.0 \n",
" 7.025503 \n",
" 0.736238 \n",
" 1.386294 \n",
" 6.669498 \n",
" 7.062192 \n",
" 7.453562 \n",
" 10.482430 \n",
" \n",
" \n",
" LogAveOccup \n",
" 20640.0 \n",
" 1.351645 \n",
" 0.207530 \n",
" 0.526093 \n",
" 1.232485 \n",
" 1.339757 \n",
" 1.454481 \n",
" 7.126355 \n",
" \n",
" \n",
" LogAveRooms \n",
" 20640.0 \n",
" 1.828722 \n",
" 0.231938 \n",
" 0.613104 \n",
" 1.693911 \n",
" 1.829236 \n",
" 1.953365 \n",
" 4.962209 \n",
" \n",
" \n",
" LogAveBedrms \n",
" 20640.0 \n",
" 0.732035 \n",
" 0.105412 \n",
" 0.287682 \n",
" 0.696182 \n",
" 0.717245 \n",
" 0.741712 \n",
" 3.557251 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" count mean std min 25% 50% \\\n",
"LogPopulation 20640.0 7.025503 0.736238 1.386294 6.669498 7.062192 \n",
"LogAveOccup 20640.0 1.351645 0.207530 0.526093 1.232485 1.339757 \n",
"LogAveRooms 20640.0 1.828722 0.231938 0.613104 1.693911 1.829236 \n",
"LogAveBedrms 20640.0 0.732035 0.105412 0.287682 0.696182 0.717245 \n",
"\n",
" 75% max \n",
"LogPopulation 7.453562 10.482430 \n",
"LogAveOccup 1.454481 7.126355 \n",
"LogAveRooms 1.953365 4.962209 \n",
"LogAveBedrms 0.741712 3.557251 "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"skewed_columns = ['Population', 'AveOccup', 'AveRooms', 'AveBedrms']\n",
"\n",
"for column in skewed_columns:\n",
" housing_df[f'Log{column}'] = np.log1p(housing_df[column])\n",
"\n",
"housing_df[[f'Log{column}' for column in skewed_columns]].describe().T"
]
},
{
"cell_type": "markdown",
"id": "fa234063",
"metadata": {},
"source": [
"## (Optional) Additional feature engineering\n",
"\n",
"Add more techniques if you'd like to experiment further."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "0c9989ea",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:31.259822Z",
"iopub.status.busy": "2026-06-30T16:48:31.259581Z",
"iopub.status.idle": "2026-06-30T16:48:31.296929Z",
"shell.execute_reply": "2026-06-30T16:48:31.295893Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Engineered dataset has 30 columns.\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" MedInc \n",
" HouseAge \n",
" AveRooms \n",
" AveBedrms \n",
" Population \n",
" AveOccup \n",
" Latitude \n",
" Longitude \n",
" MedHouseVal \n",
" BedroomsPerRoom \n",
" ... \n",
" IncomeQ_4 \n",
" AgeBin_0 \n",
" AgeBin_1 \n",
" AgeBin_2 \n",
" AgeBin_3 \n",
" LatitudeSquared \n",
" LongitudeSquared \n",
" LatitudeLongitude \n",
" DistanceToSanFrancisco \n",
" DistanceToLosAngeles \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 8.3252 \n",
" 41.0 \n",
" 6.984127 \n",
" 1.023810 \n",
" 322.0 \n",
" 2.555556 \n",
" 37.88 \n",
" -122.23 \n",
" 4.526 \n",
" 0.146591 \n",
" ... \n",
" 1 \n",
" 0 \n",
" 0 \n",
" 0 \n",
" 1 \n",
" 1434.8944 \n",
" 14940.1729 \n",
" -4630.0724 \n",
" 0.219545 \n",
" 5.530732 \n",
" \n",
" \n",
" 1 \n",
" 8.3014 \n",
" 21.0 \n",
" 6.238137 \n",
" 0.971880 \n",
" 2401.0 \n",
" 2.109842 \n",
" 37.86 \n",
" -122.22 \n",
" 3.585 \n",
" 0.155797 \n",
" ... \n",
" 1 \n",
" 0 \n",
" 0 \n",
" 1 \n",
" 0 \n",
" 1433.3796 \n",
" 14937.7284 \n",
" -4627.2492 \n",
" 0.219317 \n",
" 5.509673 \n",
" \n",
" \n",
" 2 \n",
" 7.2574 \n",
" 52.0 \n",
" 8.288136 \n",
" 1.073446 \n",
" 496.0 \n",
" 2.802260 \n",
" 37.85 \n",
" -122.24 \n",
" 3.521 \n",
" 0.129516 \n",
" ... \n",
" 1 \n",
" 0 \n",
" 0 \n",
" 0 \n",
" 1 \n",
" 1432.6225 \n",
" 14942.6176 \n",
" -4626.7840 \n",
" 0.196977 \n",
" 5.517246 \n",
" \n",
" \n",
" 3 \n",
" 5.6431 \n",
" 52.0 \n",
" 5.817352 \n",
" 1.073059 \n",
" 558.0 \n",
" 2.547945 \n",
" 37.85 \n",
" -122.25 \n",
" 3.413 \n",
" 0.184458 \n",
" ... \n",
" 1 \n",
" 0 \n",
" 0 \n",
" 0 \n",
" 1 \n",
" 1432.6225 \n",
" 14945.0625 \n",
" -4627.1625 \n",
" 0.187883 \n",
" 5.524500 \n",
" \n",
" \n",
" 4 \n",
" 3.8462 \n",
" 52.0 \n",
" 6.281853 \n",
" 1.081081 \n",
" 565.0 \n",
" 2.181467 \n",
" 37.85 \n",
" -122.25 \n",
" 3.422 \n",
" 0.172096 \n",
" ... \n",
" 0 \n",
" 0 \n",
" 0 \n",
" 0 \n",
" 1 \n",
" 1432.6225 \n",
" 14945.0625 \n",
" -4627.1625 \n",
" 0.187883 \n",
" 5.524500 \n",
" \n",
" \n",
"
\n",
"
5 rows × 30 columns
\n",
"
"
],
"text/plain": [
" MedInc HouseAge AveRooms AveBedrms Population AveOccup Latitude \\\n",
"0 8.3252 41.0 6.984127 1.023810 322.0 2.555556 37.88 \n",
"1 8.3014 21.0 6.238137 0.971880 2401.0 2.109842 37.86 \n",
"2 7.2574 52.0 8.288136 1.073446 496.0 2.802260 37.85 \n",
"3 5.6431 52.0 5.817352 1.073059 558.0 2.547945 37.85 \n",
"4 3.8462 52.0 6.281853 1.081081 565.0 2.181467 37.85 \n",
"\n",
" Longitude MedHouseVal BedroomsPerRoom ... IncomeQ_4 AgeBin_0 \\\n",
"0 -122.23 4.526 0.146591 ... 1 0 \n",
"1 -122.22 3.585 0.155797 ... 1 0 \n",
"2 -122.24 3.521 0.129516 ... 1 0 \n",
"3 -122.25 3.413 0.184458 ... 1 0 \n",
"4 -122.25 3.422 0.172096 ... 0 0 \n",
"\n",
" AgeBin_1 AgeBin_2 AgeBin_3 LatitudeSquared LongitudeSquared \\\n",
"0 0 0 1 1434.8944 14940.1729 \n",
"1 0 1 0 1433.3796 14937.7284 \n",
"2 0 0 1 1432.6225 14942.6176 \n",
"3 0 0 1 1432.6225 14945.0625 \n",
"4 0 0 1 1432.6225 14945.0625 \n",
"\n",
" LatitudeLongitude DistanceToSanFrancisco DistanceToLosAngeles \n",
"0 -4630.0724 0.219545 5.530732 \n",
"1 -4627.2492 0.219317 5.509673 \n",
"2 -4626.7840 0.196977 5.517246 \n",
"3 -4627.1625 0.187883 5.524500 \n",
"4 -4627.1625 0.187883 5.524500 \n",
"\n",
"[5 rows x 30 columns]"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"income_bins = pd.qcut(housing_df['MedInc'], q=5, labels=False, duplicates='drop')\n",
"age_bins = pd.cut(\n",
" housing_df['HouseAge'],\n",
" bins=[0, 10, 20, 35, 55],\n",
" labels=False,\n",
" include_lowest=True\n",
")\n",
"\n",
"income_bin_features = pd.get_dummies(income_bins, prefix='IncomeQ', dtype=int)\n",
"age_bin_features = pd.get_dummies(age_bins, prefix='AgeBin', dtype=int)\n",
"housing_df = pd.concat([housing_df, income_bin_features, age_bin_features], axis=1)\n",
"\n",
"housing_df['LatitudeSquared'] = housing_df['Latitude'] ** 2\n",
"housing_df['LongitudeSquared'] = housing_df['Longitude'] ** 2\n",
"housing_df['LatitudeLongitude'] = housing_df['Latitude'] * housing_df['Longitude']\n",
"housing_df['DistanceToSanFrancisco'] = np.sqrt(\n",
" (housing_df['Latitude'] - 37.77) ** 2\n",
" + (housing_df['Longitude'] + 122.42) ** 2\n",
")\n",
"housing_df['DistanceToLosAngeles'] = np.sqrt(\n",
" (housing_df['Latitude'] - 34.05) ** 2\n",
" + (housing_df['Longitude'] + 118.24) ** 2\n",
")\n",
"\n",
"print(f'Engineered dataset has {housing_df.shape[1]} columns.')\n",
"display(housing_df.head())"
]
},
{
"cell_type": "markdown",
"id": "60629c39",
"metadata": {},
"source": [
"## Model evaluation\n",
"\n",
"Now we'll compare model performance on the original dataset versus your engineered dataset.\n",
"\n",
"### Evaluate datasets"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "494d784a",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:31.299143Z",
"iopub.status.busy": "2026-06-30T16:48:31.298906Z",
"iopub.status.idle": "2026-06-30T16:48:31.990296Z",
"shell.execute_reply": "2026-06-30T16:48:31.989176Z"
}
},
"outputs": [],
"source": [
"# Create output directory if it doesn't exist\n",
"output_directory = 'data/outputs'\n",
"Path(output_directory).mkdir(parents=True, exist_ok=True)\n",
"\n",
"# Save a copy of the engineered dataframe\n",
"housing_df.to_csv('data/outputs/housing_df.csv', index=False)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "4a43b150",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:31.992671Z",
"iopub.status.busy": "2026-06-30T16:48:31.992427Z",
"iopub.status.idle": "2026-06-30T16:48:32.396161Z",
"shell.execute_reply": "2026-06-30T16:48:32.395050Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Mean improvement: 14.67%\n"
]
}
],
"source": [
"# Create linear regression model\n",
"model = LinearRegression()\n",
"\n",
"# Evaluate on original dataset\n",
"scores_original = cross_val_score(\n",
" model,\n",
" original_housing_df.drop('MedHouseVal', axis=1),\n",
" original_housing_df['MedHouseVal'],\n",
" cv=10,\n",
" scoring='r2'\n",
")\n",
"\n",
"# Evaluate on engineered dataset\n",
"scores_engineered = cross_val_score(\n",
" model,\n",
" housing_df.drop('MedHouseVal', axis=1),\n",
" housing_df['MedHouseVal'],\n",
" cv=10,\n",
" scoring='r2'\n",
")\n",
"\n",
"engineered_mean = scores_engineered.mean()\n",
"original_mean = scores_original.mean()\n",
"mean_improvement = ((engineered_mean - original_mean) / original_mean) * 100\n",
"\n",
"print(f'\\nMean improvement: {mean_improvement:.2f}%')"
]
},
{
"cell_type": "markdown",
"id": "4cfcec81",
"metadata": {},
"source": [
"### Visualize model performance comparison"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "59dc5f95",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-30T16:48:32.398996Z",
"iopub.status.busy": "2026-06-30T16:48:32.398755Z",
"iopub.status.idle": "2026-06-30T16:48:32.911938Z",
"shell.execute_reply": "2026-06-30T16:48:32.910345Z"
}
},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"original_model = LinearRegression()\n",
"original_model.fit(original_housing_df.drop('MedHouseVal', axis=1), original_housing_df['MedHouseVal'])\n",
"original_predictions = original_model.predict(original_housing_df.drop('MedHouseVal', axis=1))\n",
"\n",
"model = LinearRegression()\n",
"model.fit(housing_df.drop('MedHouseVal', axis=1), housing_df['MedHouseVal'])\n",
"predictions = model.predict(housing_df.drop('MedHouseVal', axis=1))\n",
"\n",
"# Create boxplot comparing performance\n",
"data_to_plot = [scores_original, scores_engineered]\n",
"labels = ['Original', 'Engineered']\n",
"\n",
"fig, axs = plt.subplots(1, 2, figsize=(9,4.5))\n",
"\n",
"fig.suptitle(f'Model performance comparison\\nmean improvement: {mean_improvement:.2f}%')\n",
"\n",
"axs[0].set_title('Cross validation R² scores')\n",
"axs[0].boxplot(data_to_plot, tick_labels=labels)\n",
"axs[0].set_xlabel('Dataset')\n",
"axs[0].set_ylabel('R² score')\n",
"\n",
"axs[1].set_title('Predictions vs true values')\n",
"axs[1].plot(\n",
" original_housing_df['MedHouseVal'], original_predictions,\n",
" 'o', markersize=1, label='Original', alpha=0.25\n",
")\n",
"\n",
"axs[1].plot(\n",
" housing_df['MedHouseVal'], predictions,\n",
" 'o', markersize=1, label='Engineered', alpha=0.25\n",
")\n",
"\n",
"axs[1].set_xlabel('True Values')\n",
"axs[1].set_ylabel('Predictions')\n",
"\n",
"leg = axs[1].legend(loc='upper left', markerscale=8, framealpha=1)\n",
"\n",
"for lh in leg.legend_handles:\n",
" lh.set_alpha(1)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "cb9c2962",
"metadata": {},
"source": [
"## 3. Reflection\n",
"\n",
"**Questions to consider**:\n",
"\n",
"1. Which feature engineering techniques had the biggest impact on model performance?\n",
"2. Did adding more features always improve performance, or did some hurt it?\n",
"3. How might you further improve the engineered dataset?\n",
"4. What trade-offs did you consider (e.g., interpretability vs performance, complexity vs gains)?\n",
"\n",
"Ratio features helped the model use existing columns in a more meaningful way, especially bedroom share and population per household. Log transforms made highly skewed count-like features less extreme. The optional bin and location features added non-linear structure while still keeping the final estimator as a plain linear regression model.\n",
"\n",
"Adding more features does not always improve performance. For this solution, the added features were chosen because they gave a better cross-validation score in the notebook's evaluation setup while staying reasonably interpretable. Further improvements might include testing polynomial features more systematically, using regularization to control extra feature complexity, or building richer location features from known California regions."
]
}
],
"metadata": {
"kernelspec": {
"display_name": ".venv (3.12.3)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.12.3"
}
},
"nbformat": 4,
"nbformat_minor": 5
}