Allen's value You are given an array A of N (>=3) distinct integers. Your friend Allen removes only 2 elements from this array, adds a value (> 0) to all the remaining elements, shuffles the array and leaves the newly formed array G for you. Your task is to return the minimum possible value that Allen had added to each element of array A to get to array G. Note: It is guaranteed that at least one such value which will be greater than 0, will always exist Consider 1 based indexing. Input Specification: input1: An integer value N, representing the size of array A. input2: An integer array A. input3: An integer array G created by Allen. Output Specification: Return the minimum possible value that Allen had added to each element of array A
Allen's value You are given an array A of N (>=3) distinct integers. Your friend Allen removes only 2 elements from this array, adds a value (> 0) to all the remaining elements, shuffles the array and leaves the newly formed array G for you. Your task is to return the minimum possible value that Allen had added to each element of array A to get to array G. Note: It is guaranteed that at least one such value which will be greater than 0, will always exist Consider 1 based indexing. Input Specification: input1: An integer value N, representing the size of array A. input2: An integer array A. input3: An integer array G created by Allen. Output Specification: Return the minimum possible value that Allen had added to each element of array A
Programming Logic & Design Comprehensive
9th Edition
ISBN:9781337669405
Author:FARRELL
Publisher:FARRELL
Chapter9: Advanced Modularization Techniques
Section: Chapter Questions
Problem 2GZ
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![Programming
Allen's value
You are given an array A of N (>=3) distinct integers. Your friend Allen removes only 2
elements from this array, adds a value (> 0) to all the remaining elements, shuffles the
array and leaves the newly formed array G for you.
Note:
Your task is to return the minimum possible value that Allen had added to each
element of array A to get to array G.
Saved: 30 seconds ago
It is guaranteed that at least one such value which will be greater than 0, will always exist
• Consider 1 based indexing.
Input Specification:
input1: An integer value N, representing the size of array A.
input2: An integer array A.
input3: An integer array G created by Allen.
Output Specification:
Return the minimum possible value that Allen had added to each element of array A](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F127f63d9-8f89-4c37-8cc0-122cae65c6f1%2F342ae477-bf13-44fa-bea4-3921dc1d5de1%2Fsapjvun_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Programming
Allen's value
You are given an array A of N (>=3) distinct integers. Your friend Allen removes only 2
elements from this array, adds a value (> 0) to all the remaining elements, shuffles the
array and leaves the newly formed array G for you.
Note:
Your task is to return the minimum possible value that Allen had added to each
element of array A to get to array G.
Saved: 30 seconds ago
It is guaranteed that at least one such value which will be greater than 0, will always exist
• Consider 1 based indexing.
Input Specification:
input1: An integer value N, representing the size of array A.
input2: An integer array A.
input3: An integer array G created by Allen.
Output Specification:
Return the minimum possible value that Allen had added to each element of array A
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