ABSTRACT
MATLAB® and Octave as well as the way in which we can
manipulate and carry out operations with them. As it turns
out, row and column vectors are special cases of matrices.
A =
A =
one row
The same syntax that was used for vectors can be applied
here: instead of entering a new line to define a row, we can
In this way, the matrices defined above, namely, A and B, are A row-vector can be thought of as a 1× n array and a column vector an m× 1 one.3× 2 matrices whereas C is 3× 3. With this notation, we can
vector is
The size or dimensions of a matrix defined in MATLAB
In the example above we can verify the dimensions of the
matrices that we defined in the previous section. Notice
that the first number returned corresponds to the number
of rows, whereas the second one to the number of columns.
