What are the opposite words for invertible matrix?
Antonyms for the term "invertible matrix" include non-invertible matrix, singular matrix, and degenerate matrix. An invertible matrix is a matrix that can be inverted or multiplied by another matrix to produce an identity matrix. A non-invertible matrix, on the other hand, is a matrix that cannot be inverted, and its determinant is zero. A singular matrix is a matrix that has no inverse, while a degenerate matrix is a matrix whose determinant is zero, indicating that the matrix is not invertible. In linear algebra, understanding the properties of invertible and non-invertible matrices is essential in solving systems of linear equations and other mathematical problems.
What are the antonyms for Invertible matrix?
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