Write a program to find the maximum sum of 7-Item-SubArray-Pair in given 2D-Array. For example, in the following 2D-Array, the maximum sum of 7-Item-SubArray-Pair is highlighted with red selected area, which is the same like this pattern and maximum/largest sum of this selected red area is 19. Problem Explanation: The naive solution for this problem is to check every possible 7-Item-SubArray-Pair-Pattern in the given 2D-Array. Actually there are many pattern of 7-Item-SubArray-Pair in the given 2D-Array. Maximum sum of 7-Item-Pair should be from 3x3 Sub-Array of the given 2D-Array. Total 16 pair of 3x3
Write a program to find the maximum sum of 7-Item-SubArray-Pair in given 2D-Array. For example, in the following 2D-Array, the maximum sum of 7-Item-SubArray-Pair is highlighted with red selected area, which is the same like this pattern and maximum/largest sum of this selected red area is 19. Problem Explanation: The naive solution for this problem is to check every possible 7-Item-SubArray-Pair-Pattern in the given 2D-Array. Actually there are many pattern of 7-Item-SubArray-Pair in the given 2D-Array. Maximum sum of 7-Item-Pair should be from 3x3 Sub-Array of the given 2D-Array. Total 16 pair of 3x3
Programming Logic & Design Comprehensive
9th Edition
ISBN:9781337669405
Author:FARRELL
Publisher:FARRELL
Chapter8: Advanced Data Handling Concepts
Section: Chapter Questions
Problem 15RQ
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Question
Write a program to find the maximum sum of 7-Item-SubArray-Pair in given 2D-Array.
For example, in the following 2D-Array, the maximum sum of 7-Item-SubArray-Pair is highlighted with
red selected area, which is the same like this pattern and maximum/largest sum of this selected red
area is 19.
Problem Explanation:
The naive solution for this problem is to check every possible 7-Item-SubArray-Pair-Pattern in the given
2D-Array. Actually there are many pattern of 7-Item-SubArray-Pair in the given 2D-Array.
Maximum sum of 7-Item-Pair should be from 3x3 Sub-Array of the given 2D-Array. Total 16 pair of 3x3
Sub-Array is following below:
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