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				This section includes 9 Mcqs, each offering curated multiple-choice questions to sharpen your Permutation Sort Multiple Choice knowledge and support exam preparation. Choose a topic below to get started.
| 1. | 
                                    What is the average case time complexity of permutation sort? | 
                            
| A. | O(n<sup>2</sup>) | 
| B. | O(n*n!) | 
| C. | O(infinity) | 
| D. | O(n log n) | 
| Answer» C. O(infinity) | |
| 2. | 
                                    Sleep sort should be preferred over permutation sort as it has better time complexity. | 
                            
| A. | true | 
| B. | false | 
| Answer» C. | |
| 3. | 
                                    Which of the following is an in-place sorting algorithm? | 
                            
| A. | Merge sort | 
| B. | Permutation sort | 
| C. | Radix sort | 
| D. | Counting sort | 
| Answer» C. Radix sort | |
| 4. | 
                                    Which of the following sorting algorithm is not stable __________ | 
                            
| A. | insertion sort | 
| B. | bubble sort | 
| C. | merge sort | 
| D. | bogosort | 
| Answer» E. | |
| 5. | 
                                    What is the worst case time complexity of permutation sort? | 
                            
| A. | O(n<sup>2</sup>) | 
| B. | O(n*n!) | 
| C. | O(infinity) | 
| D. | O(n log n) | 
| Answer» D. O(n log n) | |
| 6. | 
                                    What is the best case time complexity of permutation sort? | 
                            
| A. | O(n<sup>2</sup>) | 
| B. | O(n) | 
| C. | O(n log n) | 
| D. | O(1) | 
| Answer» C. O(n log n) | |
| 7. | 
                                    What is the auxiliary space requirement of permutation sort? | 
                            
| A. | O(n) | 
| B. | O(1) | 
| C. | O(log n) | 
| D. | O(n log n) | 
| Answer» C. O(log n) | |
| 8. | 
                                    Permutation sort works by __________ | 
                            
| A. | generating random permutations of its input | 
| B. | partitioning the array | 
| C. | dividing the value of input elements | 
| D. | generating permutations according to the value of first element of array | 
| Answer» B. partitioning the array | |
| 9. | 
                                    Which of the following is not an alternative name of permutation sort? | 
                            
| A. | stupid sort | 
| B. | bogo sort | 
| C. | donkey sort | 
| D. | monkey sort | 
| Answer» D. monkey sort | |