Find Common Elements in Three Sorted Arrays – Java Code

Write a java program to find common elements in three sorted arrays. Given three sorted arrays, write a code to print intersection of three sorted arrays.

For example –

arr1 = {1, 5, 10, 20, 40, 80};
arr2 = {6, 7, 20, 80, 100};
arr3 = {3, 4, 15, 20, 30, 70, 80, 120};

Output : {20, 80}

20 and 80 is the common element between three sorted arrays.

Get Minimum Element from Stack in O(1)

Design a stack to get minimum element from stack in O(1) (constant time).

For example : Suppose, If we push following elements in a stack.

9  ==> Top

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Then if we call getMin() method, It should return 1 in O(1) (constant time). In a stack, Element which pushed last in the stack is the first element to be popped out. Think for a moment how we can solve this problem.

Java Program to Reverse a String using Stack

Write a java program to reverse a string using stack data structure. Given an input string, We have to write a java code to reverse a string using stack.

In my previous tutorial, I have explained java program to reverse a string using recursion.

Before solving this problem, Let’s understand what is a stack data structure.

Find Pairs with Given Sum in a Sorted Array – Java Code

Java code to find pairs with given sum in a sorted array. Given an array A of size N. Write a java code to find all pairs in the array that sum to a number equal to K. If no such pair exists then output will be 1.  Array elements are distinct and in a sorted order.

For example –

Input :

arr[] = {1, 2, 3, 4, 5, 6, 7};
sum = 9


Pairs with given sum 9 is

Pair (2 , 7 )
Pair (3 , 6 )
Pair (4 , 5 )

Find First and Last Position of a Number in a Sorted Array – Java Code

Given a sorted array which contains duplicate elements, Write a java code to find first and last position of a number in a sorted array. Given a number x, write a code to find it’s first and last index in an array.

For example –

Suppose the input array is arr[] : {1, 4, 7, 8, 8, 11, 11, 11, 11, 12, 13, 13} and the number to be searched is 11. Then the first index of 11 is 5 and last index is 8.