Box Smart Pointer
Exercises
Creation
// Initialize heap_var to store value 4 on the heap & make the code execute successfully. fn main() { let stack_var = 5; // TODO: initialize this variable let heap_var let res = stack_var + *heap_var; assert_eq!(res, 9); }
Solution
fn main() { let stack_var = 5; let heap_var = Box::new(4); let res = stack_var + *heap_var; assert_eq!(res, 9); }
Recursive types
Description
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// The recursive type we're implementing in this exercise is the `cons list` - a data structure // frequently found in functional programming languages. Each item in a cons list contains two // elements: the value of the current item and the next item. The last item is a value called `Nil`. // // Step 1: use a `Box` in the enum definition to make the code compile // Step 2: create both empty and non-empty cons lists by replacing `todo!()` #[derive(PartialEq, Debug)] pub enum List { Cons(i32, List), Nil, } fn main() { println!("This is an empty cons list: {:?}", create_empty_list()); println!( "This is a non-empty cons list: {:?}", create_non_empty_list() ); } pub fn create_empty_list() -> List { todo!() } pub fn create_non_empty_list() -> List { todo!() } #[cfg(test)] mod tests { use super::*; #[test] fn test_create_empty_list() { assert_eq!(List::Nil, create_empty_list()) } #[test] fn test_create_non_empty_list() { assert_ne!(create_empty_list(), create_non_empty_list()) } }
Solution
#[derive(PartialEq, Debug)] pub enum List { Cons(i32, Box<List>), Nil, } fn main() { println!("This is an empty cons list: {:?}", create_empty_list()); println!( "This is a non-empty cons list: {:?}", create_non_empty_list() ); } pub fn create_empty_list() -> List { List::Nil } pub fn create_non_empty_list() -> List { List::Cons(1, Box::new(List::Cons(1, Box::new(List::Nil)))) } #[cfg(test)] mod tests { use super::*; #[test] fn test_create_empty_list() { assert_eq!(List::Nil, create_empty_list()) } #[test] fn test_create_non_empty_list() { assert_ne!(create_empty_list(), create_non_empty_list()) } }