Write a function that takes one input, a matrix X. Your function should modify X and return the modified version of X as an output. Assuming that X has m rows and n columns: When m is equal to n, modified X should be the same as X. When m is greater than n, the modified version of X should be m x m. New columns should be added to the right of the original columns of X, with each new element having a value that is one less than the element in the column to the left. For example, the matrix 4 6 Would become: 2321 4 6 5 4 8987 1210 When n is greater than m, the modified version of X should be n x n. New rows should be added to the bottom of the original rows of X, with each new element having a value that is one more than the element in the row above it. For example, the matrix 2345 468 10 Would become 2343 46 1e 5791 68 10 12

Write a function that takes one input, a matrix X. Your function should modify X and return the modified version of X as an output. Assuming that X has m rows and n columns: When m is equal to n, modified X should be the same as X. When m is greater than n, the modified version of X should be m x m. New columns should be added to the right of the original columns of X, with each new element having a value that is one less than the element in the column to the left. For example, the matrix 4 6 Would become: 2321 4 6 5 4 8987 1210 When n is greater than m, the modified version of X should be n x n. New rows should be added to the bottom of the original rows of X, with each new element having a value that is one more than the element in the row above it. For example, the matrix 2345 468 10 Would become 2343 46 1e 5791 68 10 12

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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