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Problem Objective To familiarize on how to transpose a matrix in C programming. Problem Statement Write a C program, to find transpose of a matrix.

Problem Objective

To familiarize on how to transpose a matrix in C programming.

Problem Statement

Write a C program, to find transpose of a matrix.

Instructions

  • Periodically save content to avoid losing the written code by eiter pressing the ctrl+S key combination or by clicking on the "Save All" button.
  • Write proper comment to make your code readable.
  • Use proper naming convention for variables etc in your code.
  • Ensure your code compiles without any errors/warning/deprecations
  • Avoid too many & unnecessary usage of white spaces (newline, spaces, tabs, )
  • Always test the code thoroughly, before submitting exercises/project.
  • Please ensure that you write the necessary code to read input from the console and for writing the output to the console.
  • To test your code, do the following
  • - Compile the program by clicking on the "Compile" button
  • - Once the program compiles successfully, click on the "Console Input" button
  • - Enter the relevant input into the provided text area.
  • - Click on the "Run" button to execute the program; on doing so, you should see the output on the console.

Hints/Tips

include

int main() { Variables; scanf(); scanf();

for (){ for () { scanf("%d", &a[i][j]); } }

for () for () { transpose[j][i] = a[i][j]; } for (){ for () { printf("%d ", transpose[i][j]); if () printf(" "); } } return 0; }

Input format

  • - The first line of the input will be a number representing the number of rows of the matrix
  • - The second line of the input will be a number representing the number of columns of the matrix
  • - This will be follwed by an empty line followed by the matrix as shown in the sample test cases below

Expected Output:

  • The output of given problem statement will be transpose of the given matrix.

Test cases:

  • Sample Input
  • 3
  • 4

  • 1 4 3 5
  • 5 6 7 4
  • 2 9 8 3

  • Sample Output
  • 1 5 2
  • 4 6 9
  • 3 7 8
  • 5 4 3

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