# Random Number Generator

## Random Number

Welcome to the mesmerizing realm of randomness. Embark on a journey through the mysterious world of numbers with our cutting-edge **Random Number Generator**.

- What is a Random Number?
- The Mathematics Behind Randomness
- How to Use the Random Number Generator
- Applications of Random Numbers

## What is a Random Number?

A random number doesn't follow a set pattern or sequence but appears arbitrary. In essence, the next value cannot be predicted based on its preceding numbers. Such numbers are central in simulations, gaming, and cryptography among other fields.

## The Mathematics Behind Randomness

Random numbers are anchored in probability theory. The probability ( P ) of an event ( E ) from a sample space ( S ) is computed as:

P(E) = \dfrac{\text{Number of outcomes favoring } E}{\text{Total outcomes in } S}When generating a random number between 1 and 100, every number has a 1% chance (1/100) of being chosen.

## How to Use the Random Number Generator

Our platform provides more than sheer randomness; it offers tailored control:

**Select Your Range**- Choose from a minimum and maximum number.**Count**- Decide on the number of random figures needed.**Number Type**- Toggle between decimals and integers.**Sorting**- Organize numbers in ascending, descending, or in their natural random state.

## Applications of Random Numbers

Whether determining who goes first in a game, selecting a sample for a survey, or simulating real-world scenarios in research, random numbers are pivotal.

- Probability and Discrete Distributions
- Continuous Distributions and Data Visualization