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docs(insertion_sort): correct grammar
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### Instructions
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### Instructions
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- Implement the insertion sort algorithm by creating a function `insertion_sort(slice, steps)` which executes the iterations of the algorithm **up to** the number of steps indicated by the parameter `steps`. See the **Usage** for more information.
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Implement the insertion-sort algorithm by creating a function named `insertion_sort`. It should execute the iterations of the algorithm **up to** the number indicated by `steps`. See the **Usage** for more information.
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The insertion sort algorithm to sort an array of size n in ascending order:
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The insertion-sort algorithm sorts an array of size `n` in ascending order.
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1. Iterates from slice[1] to slice[n] over the slice.
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1. Iterates over the slice from `slice[1]` to `slice[n]`.
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2. Compares the current element (key) to its predecessor.
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2. Compares the current element (`slice[key]`) to its predecessor (`slice[key-1]`).
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3. If the key element is smaller than its predecessor, compares it to the elements before. Move the greater elements one position up to make space for the swapped element.
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3. If `slice[key]` is smaller than `slice[key-1]`, then `slice[key]` is compared to `slice[key-2]` and so on.
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Here is a visual example of sorting a slice step by step using the insertion sort algorithm.
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4. All of the elements with values greater than `slice[key]` will need to be shifted over, to fit the value at `slice[key]` into its new position.
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A step-by-step example of insertion-sort:
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![image.png](Insertion-Sort-demo.png)
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![image.png](Insertion-Sort-demo.png)
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@ -22,7 +24,6 @@ Here is a visual example of sorting a slice step by step using the insertion sor
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```rust
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```rust
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pub fn insertion_sort(slice: &mut [i32], steps: usize) {
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pub fn insertion_sort(slice: &mut [i32], steps: usize) {
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}
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}
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```
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```
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