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Identify Column Matrices

True or False: Any matrix with only one column can be considered a column matrix.

True or False: The inverse of a column matrix is always defined.

True or False: A column matrix can be transposed to become a row matrix.

True or False: Scalar multiplication of a column matrix results in another column matrix.

True or False: The transpose of a column matrix is always a row matrix.

True or False: A column matrix is a special case of a square matrix.

True or False: The determinant of a column matrix is always defined.

True or False: A column matrix can be multiplied by a matrix with a different number of columns.

True or False: Adding two column matrices with the same number of rows results in another column matrix.

True or False: The product of a column matrix and a row matrix is always a scalar.