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Thursday, September 10, 2026

๐Ÿ  Keras Neural Network — House Price Prediction USING PYTHON CODE

๐Ÿ  Keras Neural Network — House Price Prediction

Learn Regression with a Simple Dataset + Copy & Execute Python

๐Ÿ“š 1. What are we going to predict?

In this example, a neural network learns the relationship between house size and house price.

House Size (sq ft) Price (₹ lakh)
50020
60024
70028
80032
90036
100040
110044
120048
Goal: Train a neural network and estimate the price of a new house, such as a 750 sq ft house.

๐Ÿง  2. How the Neural Network Works

๐Ÿ  House Size
Input
๐Ÿ”ต Input Layer
๐Ÿง  Hidden Layer
๐Ÿ’ฐ Price
Output

The model receives house size as input. During training it changes its internal weights until its predicted prices become close to the actual prices.

๐Ÿ’ป 3. Keras Python Code

Output will appear here...
โ„น️ About browser execution:
The editor lets students copy and edit the real Keras/TensorFlow program. The browser execution button runs a lightweight Python demonstration of the same regression idea using Pyodide, because loading the complete TensorFlow/Keras runtime directly into a normal webpage is very large.

๐Ÿ”ข 4. Mathematics Behind the Model

Neuron:

z = wx + b

ReLU:

ReLU(z) = max(0,z)

Here w represents the weight, x represents the input house size and b is the bias.

Mean Squared Error

MSE = (1/n) ฮฃ(y − ลท)²

The optimizer tries to reduce this error by adjusting the neural network's weights and biases.

⚙️ 5. Important Keras Commands

Command Purpose
keras.Sequential() Creates a sequential neural network
model.compile() Defines optimizer, loss and metrics
model.fit() Trains the neural network
model.predict() Generates predictions for new data

๐ŸŽฏ 6. What Should the Model Learn?

Looking at the training data, the relationship is approximately:

Price ≈ 0.04 × House Size

Therefore, for a 750 sq ft house:

0.04 × 750 = 30 lakh

A properly trained neural network should therefore produce a prediction close to ₹30 lakh.

๐Ÿ”„ 7. Complete Learning Process

Dataset
Neural Network
Prediction
Loss
Weight Update

This process repeats for many epochs until the model learns a useful relationship between input and output.

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