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Give an example of a row matrix which is also a column matrix?
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Give an example of a row matrix which is also a column matrix?
The order of 1 x 1 matrix will be the example of row or column matrix also because row matrix has only one row and column matrix has only one column so, matrix = [5]1 x 1
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Give an example of a row matrix which is also a column matrix?




Example of a Row Matrix which is also a Column Matrix:




Definition:

A row matrix is a matrix with only one row and multiple columns, while a column matrix is a matrix with only one column and multiple rows.




Example:

Let's consider the matrix A = [3 5 7]. This matrix has only one row with three elements, making it a row matrix. However, if we transpose this matrix, we get a column matrix with three rows and one column: A^T = [3; 5; 7]. Therefore, matrix A can be considered both a row matrix and a column matrix.


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Give an example of a row matrix which is also a column matrix?
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