Develop a C program that does the following: 1. Define the global symbolic constants SIZE with value 10. 2. Create a function named printOrdered that recursively prints the values of a 1D array. 3. Create a function named printReverse that recursively prints the values of a 1D array in reverse order. 4. Create a function named sumEvenValues that recursively computes the sum of even values in a 1D array. 5. Create a function named palindromeArr that recursively checks if a 1D array is palindrome. In the main function: a. Declare a 1D integer array of size SIZE called Numbers. b. Fill Numbers with integers from the user. Pass Numbers and its size to printOrdered. d. Pass Numbers and its size to sumEvenValues. Print the returned result as in the sample C. I output. e. Pass Numbers and its size to palindromeArr. Print the returned result as in the sample output. Pass Numbers and its size to printReverse. f.
Develop a C program that does the following: 1. Define the global symbolic constants SIZE with value 10. 2. Create a function named printOrdered that recursively prints the values of a 1D array. 3. Create a function named printReverse that recursively prints the values of a 1D array in reverse order. 4. Create a function named sumEvenValues that recursively computes the sum of even values in a 1D array. 5. Create a function named palindromeArr that recursively checks if a 1D array is palindrome. In the main function: a. Declare a 1D integer array of size SIZE called Numbers. b. Fill Numbers with integers from the user. Pass Numbers and its size to printOrdered. d. Pass Numbers and its size to sumEvenValues. Print the returned result as in the sample C. I output. e. Pass Numbers and its size to palindromeArr. Print the returned result as in the sample output. Pass Numbers and its size to printReverse. f.
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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