3) A function called isMagic is written below, your task is to write two of the helper functions ckRows and ckSDiagonal. ckRows checks the horizontal rows and ckSDiagonal checks the diagonal going from lower left to upper right. Each function returns true when all the individual sums of rows or the diagonal are equal to the magic number and false otherwise. An example magic square is shown, the size may not always be 3. 2 94 // value will be set, but may not be 5 // value will be set, but may not be 5 const int ROWS - 5; const int COLS- 5; bool isMagic(int arr[][COLS], int magic) { return ckRows (arr, magic) && ckCols(arr, magic) && 75 3 ckMDiagonal(arr, magic) && ckSDiagonal(arr, magic); 8

3) A function called isMagic is written below, your task is to write two of the helper functions ckRows and ckSDiagonal. ckRows checks the horizontal rows and ckSDiagonal checks the diagonal going from lower left to upper right. Each function returns true when all the individual sums of rows or the diagonal are equal to the magic number and false otherwise. An example magic square is shown, the size may not always be 3. 2 94 // value will be set, but may not be 5 // value will be set, but may not be 5 const int ROWS - 5; const int COLS- 5; bool isMagic(int arr[][COLS], int magic) { return ckRows (arr, magic) && ckCols(arr, magic) && 75 3 ckMDiagonal(arr, magic) && ckSDiagonal(arr, magic); 8

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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