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Searching & Merging In One Dimensional Array

Which of the following is not a limitation of binary search algorithm?

Must use a sorted array

Requirement of sorted array is expensive when a lot of insertion and deletions are needed

There must be a mechanism to access middle element directly

Binary search algorithm is not efficient when the data elements more than 1500.

Data structure in which all elements have similar name is considered as

String structure

Positive structure

Array

Data structure

If the number of records to be sorted is small, then …… sorting can be efficient.

Merge

Insersion

Selection

Bubble

In C Programming, If we need to store word “INDIA” then syntax is as below –
char name[];
name = “INDIA”

Char name[6] = {'I','N','D','I','A'};

Char name[6] = {'I','N','D','I','A','\0'}

Char name[6] = {"I","N","D","I","A"}

Name = "INDIA"

What will be printed after execution of the following code?

void main()
{
      int arr[10] = {1,2,3,4,5};
      cout<< arr[5];
}

Garbage Value

What will be the output of the program ?

#include"stdio.h"
int main()
{
    	int a[5] = {51, 1, 5, 20, 25};
    	int x, y, z;
    	x = ++a[1];
    	y = a[1]++;
    	z = a[x++];
    	cout<<x<<y<<z;
	return 0;
}

2, 3, 20

2, 1, 5

1, 2, 5

3, 2, 5

Let x be an array. Which of the following operations are illegal?
I. ++x
II. x+1
III. x++
IV. x*2

I and II

I, II and III

II and III

I, III and IV

III and IV

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