ukincomecalculator 0.2
A Python Package that calculate take home income for UK Employees
Requires Python: >=3.8

# UK Income Calculator

[![PyPI - Version](https://img.shields.io/pypi/v/ukincomecalculator.svg)](https://pypi.org/project/ukincomecalculator)
[![PyPI - Python Version](https://img.shields.io/pypi/pyversions/ukincomecalculator.svg)](https://pypi.org/project/ukincomecalculator)

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## Table of Contents

- [UKIncomeCalculator](#ukincomecalculator)
- [Installation](#installation)
- [Usage](#usage)
- [Contact](#contact)
- [License](#license)


## UKIncomeCalculator
This is a package that helps to determine Pension, Income Tax, National Insurance Contribution and Net Pay for a particular tax period in United Kingdom.


## Installation

```console
pip install ukincomecalculator
```

## Usage
To use the package after installation, simply run the below syntax:
```
from ukincomecalculator import calculator
calculator.income()
```

After running this, it ask various questions regarding your income and tax period, and then it will provide you with the calculations for Pension, Income Tax, National Insurance Contribution and Net Pay. Below is a screenshot of what the display looks like:  

![Income Calculator](data:image/png;base64,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