This module provides the best approach to learn Rust, starting from the basics to advance topics. It is an introduction to Rust, specifically for beginners aspiring to become skilled Rust developers.

Become a Rust Web Developer

The word is out: developers love Rust. It's rapidly becoming a top choice for systems and embedded programmers, and the demand for Rust developers is rising. Known for its performance, reliability, and productivity—especially compared to C++—Rust is a powerful language to master. If you're a systems developer, it's a fantastic next step.
In this module, you'll learn Rust by actively engaging in coding. It starts with a simple "Hello world" program and covers essential concepts like arrays, strings, vectors, enums, structures, traits, generics, functions, and logic. You'll also dive into advanced topics such as lifetime and memory management.

Learn Rust

## Problem Statement
The task is to compute $(a + b)^3$ and display it on the console.
The following mathematical formula is expanded as:
$$(a + b)^3 = a^3 + b^3 + 3ab(a+b)$$

​​ 


### Sample Input
```rust
a = 2
b = 2
```
### Output
```rust
64
```
## Coding Exercise
Write your code below. It is recommended​ that you try solving the exercise yourself before viewing the solution.

> **Note:** There is a `test` function given in the code for testing purposes. Do not modify it.

> **Important Note:** The power of $x^y$ is calculated as `datatype :: pow(x,y)`. Here, the data type is the return value of the power function.  

Good luck!🤞

# Problem Statement
The task is to compute $(a + b)^3$ and display it on the console.
The following mathematical formula is expanded as:
$$(a + b)^3 = a^3 + b^3 + 3ab(a+b)$$

​​ 


## Sample Input
```rust
a = 2
b = 2
```
## Output
```rust
64
```
# Coding Exercise
Write your code below. It is recommended​ that you try solving the exercise yourself before viewing the solution.

> **Note:** There is a `test` function given in the code for testing purposes. Do not modify it.

> **Important Note:** The power of $x^y$ is calculated as `datatype :: pow(x,y)`. Here, the data type is the return value of the power function.  

Good luck!🤞

This challenge will test your knowledge of operator precedence.

Rust Programs

Rust Variables

Rust Data Types

Rust Operators

Rust if and if let Expressions

Rust Loops

Rust Functions

Rust Strings

Rust Vectors

Rust Structs

Conclusion

Problem Statement