Bubble Sort

What is the purpose of the bubble sort algorithm?

• To compare adjacent elements
• To sort elements in descending order
• To swap elements randomly
• To remove duplicate elements

How does the bubble sort algorithm work?

• It compares all elements at once
• It compares adjacent elements and swaps them if they are out of order
• It randomly rearranges elements
• It removes elements from the collection

What is the runtime complexity of the bubble sort algorithm?

• O(n)
• O(log n)
• O(n^2)
• O(1)

Is the bubble sort algorithm efficient for large data sets?

• Yes, it is efficient
• No, it is not efficient
• It depends on the data set
• It depends on the programming language

What is the best use case for the bubble sort algorithm?

• Sorting a small collection of elements
• Sorting a large collection of elements
• Sorting elements in descending order
• Sorting elements randomly

What is the worst-case scenario for the bubble sort algorithm?

• When all elements are already in order
• When all elements are in descending order
• When all elements are the same
• When all elements are randomly arranged

What is the benefit of the bubble sort algorithm?

• It is easy to implement
• It is the fastest sorting algorithm
• It works well with large data sets
• It guarantees the most efficient sorting

Can the bubble sort algorithm be used to sort elements in descending order?

• Yes
• No
• It depends on the programming language
• It depends on the data set

What is the time complexity of the bubble sort algorithm in the best-case scenario?

• O(n)
• O(log n)
• O(n^2)
• O(1)

What is the time complexity of the bubble sort algorithm in the average-case scenario?

• O(n)
• O(log n)
• O(n^2)
• O(1)