Q. Match the following:

List - I
i. Bubble Sort  
ii. Shell Sort     
iii. Selection Sort   
     
List - II
a. Ο(n)
b. Ο(n2)
c. Ο(n log n)

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Q. The largest and the second largest number from a set of n distinct numbers can be found in

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Q. Hashing collision resolution techniques are:

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Q. After each iteration in bubble sort:

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Q. The running time of the following sorting algorithm depends on whether the partitioning is balanced or unbalanced.

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Q. The average case complexity of Insertion Sort is

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Q. Linear search is highly inefficient compared to binary search when dealing with:

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Q. A sorted file contains 16 items. Using binary search, the maximum number of comparisons to search for an item in this file is ...........

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Q. The average number of key comparisons done in successful sequential search in a list of length n is ..............

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Q. The sorting technique where array to be sorted is partitioned again and again in such a way that all elements less than or equal to partitioning element appear before it and those which are greater appear after it, is called ..............

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Q. The search technique for searching a sorted file that requires increased amount of space is ................

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Q. For merging two sorted lists of sizes m and n into a sorted list of size m + n, we require comparisons of

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Q. Which of the following algorithm design technique is used in the quick sort algorithm?

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Q. The average search time of hashing, with linear probing will be less if the load factor

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Q. Heap allocation is required for languages

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Q. A character of the data that binary search uses but the linear search ignores, is

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Q. Which of the following is useful in implementing quick sort?

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Q. A________search begins the search with the element that is located in the middle of the array.

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Q. The time complexity of linear search algorithm over an array of n elements is

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Q. Which of the following algorithms exhibits the unnatural behavior that, minimum number of comparisons are needed if the list to be sorted is in the reverse sorted order and maximum number of comparisons are needed if they are already in sorted order?

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