- AApplication code
- BType of programming language
- CStep by step procedure for calculations
- DNone of above
Sorting algorithm - Quiz
- AO(n)
- BO(n log n)
- CO(n^2)
- DO(log n)
- ABucket sort
- BRadix sort
- CMerge sort
- DCounting sort
- ASelection sort
- BQuick sort
- CInsertion sort
- DHeap sort
- ABubble sort
- BQuick sort
- C Heap sort
- D Merge sort
- ABubble sort
- B Insertion sort
- C Merge sort
- DQuick sort
- ABubble sort
- BSelection sort
- CInsertion sort
- DMerge sort
- ABucket sort
- BMerge sort
- CSelection sort
- DQuick sort
- AQuick sort
- BHeap sort
- CInsertion sort
- DBubble sort
- ASelection sort
- BInsertion sort
- CMerge sort
- DQuick sort
Results:
🟢 Correct Answers: 🔴 Wrong Answers:
🟢 Correct Answers: 🔴 Wrong Answers:
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Quiz Information
Quiz Information
Quiz Platform FAQ
General Information
- Number of Questions: Each quiz consists of 10 questions.
- Time Limit: You have 30 seconds per question. The total time to complete the quiz is 5 minutes.
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- Result Analysis: After completing the quiz, you will see a results page with the following details:
- Correct Option for each question.
- Your Selected Option for each question.
- Explanation for each answer to help you understand why it is correct or incorrect.
- Percentage of Correct Answers to show your overall performance.
- Interactive Features: The platform provides feedback on each attempt to help you learn and improve.
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Quiz Analytics
Sorting algorithm - Quiz
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Time Taken: Questions: Answered: Not Answered:
Correct Answer:
Wrong Answer:
Percentage: %
- A. Application code
- B. Type of programming language
- C. Step by step procedure for calculations
- D. None of above
Remarks:
Explanation: Step by step procedure for calculations
- A. O(n)
- B. O(n log n)
- C. O(n^2)
- D. O(log n)
Remarks:
Explanation: O(n log n)
- A. Bucket sort
- B. Radix sort
- C. Merge sort
- D. Counting sort
Remarks:
Explanation: Merge sort
- A. Selection sort
- B. Quick sort
- C. Insertion sort
- D. Heap sort
Remarks:
Explanation:
Insertion sort is a stable sorting algorithm, meaning that it preserves the relative order of equal elements in the sorted output. When two elements have equal keys, their original order is maintained after sorting. In contrast, selection sort, quick sort, and heap sort do not guarantee this property.
- A. Bubble sort
- B. Quick sort
- C. Heap sort
- D. Merge sort
Remarks:
Explanation: Merge sort
- A. Bubble sort
- B. Insertion sort
- C. Merge sort
- D. Quick sort
Remarks:
Explanation: Merge sort
- A. Bubble sort
- B. Selection sort
- C. Insertion sort
- D. Merge sort
Remarks:
Explanation: Selection sort
- A. Bucket sort
- B. Merge sort
- C. Selection sort
- D. Quick sort
Remarks:
Explanation:
Bucket sort is not a comparison-based algorithm; instead, it distributes elements into a number of buckets and then sorts these buckets individually. This method takes advantage of the properties of the input data and can achieve linear time complexity under certain conditions. In contrast, merge sort, selection sort, and quick sort are all comparison-based algorithms that determine the order of elements by comparing them.
- A. Quick sort
- B. Heap sort
- C. Insertion sort
- D. Bubble sort
Remarks:
Explanation: Bubble sort
- A. Selection sort
- B. Insertion sort
- C. Merge sort
- D. Quick sort
Remarks:
Explanation:
Quick sort is often used as a subroutine in other sorting algorithms due to its efficiency and speed in sorting data. Its partitioning approach can be utilized in algorithms like introsort (a hybrid sorting algorithm), where it provides quick sorting for large datasets. While merge sort is also commonly used in hybrid approaches, quick sort is particularly noted for its versatility and performance in various contexts.