https://file.aiquickdraw.com/mathbot/file/17264209456660q94afiw.jpg

The image depicts a bubble sort algorithm with a missing comparison condition. In bubble sort, adjacent elements are compared, and if they are out of order, they are swapped. The comparison typically checks whether the current element is greater than the next element.

Thus, the missing statement in the algorithm is:

**\(a_j > a_{j+1}\)**

This condition checks if the element \(a_j\) is greater than \(a_{j+1}\), and if so, the elements are swapped to arrange them in increasing order.

Would you like more details on how bubble sort works or any specific part of the algorithm? Here are some related questions:

1. What is the time complexity of bubble sort in the worst case?
2. How does bubble sort compare to other sorting algorithms like quicksort or mergesort?
3. Can bubble sort be optimized to detect a sorted array early?
4. What is the space complexity of bubble sort?
5. How does bubble sort behave with nearly sorted arrays?

**Tip:** Bubble sort is inefficient for large datasets due to its \(O(n^2)\) time complexity, but it is easy to implement and understand.

What statement is missing in the Bubble Sort algorithm?

Identify the missing condition in the Bubble Sort algorithm. The problem covers algorithm design and sorting logic, requiring the correct comparison statement to complete the pseudocode. This is ideal for computer science students studying sorting algorithms.

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