Create a program that will ask to fill in two square matrices and perform matrix multiplication. Output the resulting matrix in proper format SPECIFICATIONS that you need to follow: -The maximum size of the square matrices is 10x10. Matrices 1 and 2 should have the same dimensions -You may only use the codes that we studied under our lectures -Alines of codes should have a comment. -Save your opp file as Sumame FE (Example: Pangaliman_FE.cpp) TEST CASES: a user inputs n=2 Input: Input dimension (nxn) of the matrix, n-2 Input Matrix 1 elements: 1234 Input Matrix 2 elements: 5678 Result: Resultant matrix 19 22 43 50

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
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PROBLEM:
Create a program that will ask to fill in two square matrices and perform matrix multiplication. Output the resulting matrix in proper format.
SPECIFICATIONS that you need to follow:
- The maximum size of the square matrices is 10x10. Matrices 1 and 2 should have the same dimensions.
- You may only use the codes that we studied under our lectures
-All lines of codes should have a comment.
- Save your cpp file as Surname FE (Example: Pangaliman_FE.cpp)
TEST CASES:
If a user inputs.n=2
Input
Input dimension (nxn) of the matrix, n = 2
Input Matrix 1 elements: 1234
Input Matrix 2 elements: 5678
Result:
Resultant matrix
19 22
43 50
Transcribed Image Text:PROBLEM: Create a program that will ask to fill in two square matrices and perform matrix multiplication. Output the resulting matrix in proper format. SPECIFICATIONS that you need to follow: - The maximum size of the square matrices is 10x10. Matrices 1 and 2 should have the same dimensions. - You may only use the codes that we studied under our lectures -All lines of codes should have a comment. - Save your cpp file as Surname FE (Example: Pangaliman_FE.cpp) TEST CASES: If a user inputs.n=2 Input Input dimension (nxn) of the matrix, n = 2 Input Matrix 1 elements: 1234 Input Matrix 2 elements: 5678 Result: Resultant matrix 19 22 43 50
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