Problem type
Solve a system of linear equations by row reduction
- What it solves
- Solve up to four linear equations in up to four unknowns by Gauss-Jordan elimination, with every row operation worked entry by entry. The system may have one solution, none, or infinitely many, and the answer is checked in every equation.
- Subject
- Linear Algebra
- Topic
- Row reduction and systems
- Also called
- simultaneous equations, system of equations, augmented matrix, solve a system
- Free example
- Read the complete worked example