Bob has found an array A of size N Now he wants to change the array such that the Bitwise Xor of every K consecutive elements becomes o You need to help Bob find the minimum number of elements he needs to change.
Answers
Answer:
Bob has found an array A of size N Now he wants to change the array such that the Bitwise Xor of every K consecutive elements becomes o You need to help Bob find the minimum number of elements he needs to change.
Problem Constraints
• 1 <= K <= N <= 10^4
• O <= A[i] <= 2^10-1
Input Format
Input consists of 2 arguments, first is the vector A and second is k
Output Format
Return a single integer, the minimum number of changes required.
Example Input
Input 1: A = [1, 2, 3, 1] K=3
Input 2: A - [1, 2, 5] K=3
Example Output
Output 1: 0
Output 2: 1
Example Explanation
Explanation 1: Xor of every 3 consecutive elements is already e. No changes required.
Explanation 2: We can change the first element to 7, so the array becomes [7, 2, 5] and Xor of every 3 consecutive elements is now. Hence, number of changes required is 1.
Explanation:
Answer:
When all the elements in an array are taken, they must create a series that is consecutive.
Explanation:
An array must have a difference between both the greatest and minimum component of exactly n-1 for it to contain consecutive integers. We can verify that each element in the array is unique by adding it into a set or by utilizing a visited array.
I / P Format : Two arguments make up the input: the first is the vector A and the second is k.
O / P Format : The least amount of changes necessary should be returned as a single integer.
For Example take an input
Every 3 successive elements' xor already equals e. Nothing needs to change.
Input :
Output :
By changing the initial element to 7, the array will become [7, 2, 5], and every third member will now be Xor. Therefore, there are only one alteration needed.
Input :
Output :
#SPJ2