Question

If a row matrix as well as a column matrix then what is order of a

Answer 1

Answer:

If a row matrix as well as a column matrix then what is order of a Row and column matrices are both single element matrices.

Explanation:

An arrangement of components in rows and columns is called a matrix. The matrix's order is expressed as m n, where m denotes the matrix's number of rows and n its number of columns.

Order of a row matrix = 1× n

and order of a column matrix = m×1

So, order of a row as well as column matrix = 1×1

Therefore, required matrix A = [aij]1×1

The dimension or order of a matrix refers to how many rows and columns it has. According to tradition, columns are listed first and rows second. A matrix with rows also has many columns. In a row matrix, the number of elements is the same as the number of columns. A rectangle matrix also includes a row matrix. A column matrix is a row matrix's transposition.