Problem type
Inverse of a matrix by row reduction
- What it solves
- Find the inverse of a 2 by 2 or 3 by 3 matrix by reducing the matrix beside the identity, with every row operation worked entry by entry, then prove the answer by multiplying back. If the matrix has no inverse, see exactly where and why the method stops.
- Subject
- Linear Algebra
- Topic
- Determinants and inverses
- Also called
- invert a matrix, matrix inverse, Gauss Jordan
- Free example
- Read the complete worked example