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Write a C program that calls a function to add a matrix (two dimensional array). The main program should ask the user to enter an integer that will be used as the matrix "adder" and then call the function. The function should perform a matrix increment (every element of the array is incremented by the same value) and assign the result to another array. The function should be flexible enough to work with any array size and "adder", communicated to the function from the main function. After the function call, the main program should print the array with the initial values followed by the added values as shown below. Use as many variables and arrays as needed. When initializing the arrays, use the initial values shown for the two arrays in the output. The program should use both the data set Provide restriction so that the original array passed to it cannot be modified by the function. Expected input / output for the two data arrays, if the adder is 2. The adder could be any integer value. Enter adder: 2

Write a C program that calls a function to add a matrix (two dimensional array). The main program should ask the user to enter an integer that will be used as the matrix "adder" and then call the function. The function should perform a matrix increment (every element of the array is incremented by the same value) and assign the result to another array. The function should be flexible enough to work with any array size and "adder", communicated to the function from the main function. After the function call, the main program should print the array with the initial values followed by the added values as shown below. Use as many variables and arrays as needed. When initializing the arrays, use the initial values shown for the two arrays in the output. The program should use both the data set Provide restriction so that the original array passed to it cannot be modified by the function. Expected input / output for the two data arrays, if the adder is 2. The adder could be any integer value. Enter adder: 2

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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using chapters 1 to 7 from the book c how to program 8 edition

**Program Description:** Develop a C program that utilizes a function to add a matrix (two-dimensional array). **Program Requirements:** 1. **User Interaction:** - The program should prompt the user to enter an integer, referred to as the matrix "adder." - It will then call the relevant function to process this information. 2. **Functionality:** - The function will perform a matrix increment, meaning every element of the array is increased by the same "adder" value. - The results should be stored in a separate array to avoid modifying the original array. - The function should be designed to handle arrays of any size, receiving both the array and "adder" as parameters. 3. **Output:** - After executing the function, the program should display the original array values and the new array values with the increments. 4. **Variables and Initialization:** - Use an adequate number of variables and arrays. - When setting up the arrays, use the initial values showcased in the program's output examples. 5. **Data Handling:** - The program must cater to both data sets provided for testing. 6. **Immutable Arrays:** - Ensure that the array passed to the function is not modified. Implement restrictions to preserve the original data. **Example Execution:** - When provided with an adder of 2, demonstrate the input and output for the two data arrays. The adder can be any integer. - **Sample Input:** Enter adder: 2
Transcribed Image Text:**Program Description:** Develop a C program that utilizes a function to add a matrix (two-dimensional array). **Program Requirements:** 1. **User Interaction:** - The program should prompt the user to enter an integer, referred to as the matrix "adder." - It will then call the relevant function to process this information. 2. **Functionality:** - The function will perform a matrix increment, meaning every element of the array is increased by the same "adder" value. - The results should be stored in a separate array to avoid modifying the original array. - The function should be designed to handle arrays of any size, receiving both the array and "adder" as parameters. 3. **Output:** - After executing the function, the program should display the original array values and the new array values with the increments. 4. **Variables and Initialization:** - Use an adequate number of variables and arrays. - When setting up the arrays, use the initial values showcased in the program's output examples. 5. **Data Handling:** - The program must cater to both data sets provided for testing. 6. **Immutable Arrays:** - Ensure that the array passed to the function is not modified. Implement restrictions to preserve the original data. **Example Execution:** - When provided with an adder of 2, demonstrate the input and output for the two data arrays. The adder can be any integer. - **Sample Input:** Enter adder: 2
### Data Set 1 #### Initial Values - 5, 2 - 1, 6 - 7, 3 #### After Adding by 2 - 7, 4 - 3, 8 - 9, 5 ### Data Set 2 #### Initial Values - 5, 2, 7 - 1, 6, 3 #### After Adding by 2 - 7, 4, 9 - 3, 8, 5 ### Explanation The chart displays two data sets. Each data set lists initial values and values after adding 2 to each element. Data Set 1 consists of pairs of numbers, while Data Set 2 consists of triples. The operation is consistent across both data sets: each number is incremented by 2.
Transcribed Image Text:### Data Set 1 #### Initial Values - 5, 2 - 1, 6 - 7, 3 #### After Adding by 2 - 7, 4 - 3, 8 - 9, 5 ### Data Set 2 #### Initial Values - 5, 2, 7 - 1, 6, 3 #### After Adding by 2 - 7, 4, 9 - 3, 8, 5 ### Explanation The chart displays two data sets. Each data set lists initial values and values after adding 2 to each element. Data Set 1 consists of pairs of numbers, while Data Set 2 consists of triples. The operation is consistent across both data sets: each number is incremented by 2.
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