This repository is a beginner-friendly guide to understanding bit-level operations in programming.
It includes interactive Jupyter notebooks that explain and demonstrate how bits work, how numbers are represented in binary, and how to perform bitwise operations efficiently.
Bit manipulation is a powerful technique used in programming to perform operations directly on binary representations of data.
It’s essential for optimizing code, working with hardware, cryptography, compression, and algorithms that require fast computations.
This repository covers the fundamental bitwise operations step by step, using simple examples and explanations.
| File Name | Description |
|---|---|
1.Binary_Numbers.ipynb |
Introduction to binary number systems and their conversions. |
2.Bitwise_AND.ipynb |
Demonstrates the AND operation and its use in masking bits. |
3.Bitwise_OR.ipynb |
Covers the OR operation to set specific bits. |
4.Bitwise XOR (eXclusive OR).ipynb |
Explains the XOR operation and its role in toggling bits. |
5.Bitwise NOT.ipynb |
Shows the NOT operation and bitwise negation. |
6.Bit Shifting.ipynb |
Explains left and right shift operations and how they affect binary values. |
7.Integer_Overflow.ipynb |
Demonstrates how integer overflow happens at the bit level. |
By exploring these notebooks, you will learn to:
- Understand how data is represented in binary.
- Perform and visualize different bitwise operations.
- Use shifting and masking to manipulate bits.
- Recognize how integer overflow works in computer systems.
- Python 3.x
- Jupyter Notebook
- Recommended IDE: VS Code or JupyterLab
Install dependencies (if needed):
pip install jupyterTo run the notebooks:
jupyter notebookEach notebook is designed to be self-contained and includes explanations, code examples, and outputs. You can run the code cells interactively to understand how each bitwise operation behaves.
After completing these notebooks, try:
- Solving bit manipulation problems on LeetCode or HackerRank.
- Implementing algorithms that rely on bitwise logic (e.g., subset generation, parity checking, fast multiplication).
Created by Saif Ur Rasool Student • Developer • Designer Passionate about AI, problem-solving, and clean coding practices.
