Description
Studying linear algebra? Then you need the Wolfram Linear Algebra Work Assistant. This definitive app for linear algebra from the world leader in math software--will help you work through your home-work issues, ace your tests, & learn linear algebra ideas. Forget canned examples! The Wolfram Linear Algebra Work Assistant solves your specific algebra issues on the fly.
Studying linear algebra? Then you need the Wolfram Linear Algebra Work Assistant. This definitive app for linear algebra from the world leader in math software--will help you work through your home-work issues, ace your tests, & learn linear algebra ideas. Forget canned examples! The Wolfram Linear Algebra Work Assistant solves your specific algebra issues on the fly.
This app covers the following topics applicable to linear algebra:
- Solve an equation or a process of equations
- Add or subtract any vectors
- Find the cross product or dot product for vectors
- Find the dimensions, transpose, adjugate, rank, inverse, determinant, & reduced row echelon kind of a matrix
- Calculate a matrix product
- Add & subtract matrices
- Compute linear transformations
- Select subspaces, including row space, column space, & null space
- Find the characteristic equation, eigenvalues, & eigenvectors of a matrix
- Solve an equation or a process of equations
- Add or subtract any vectors
- Find the cross product or dot product for vectors
- Find the dimensions, transpose, adjugate, rank, inverse, determinant, & reduced row echelon kind of a matrix
- Calculate a matrix product
- Add & subtract matrices
- Compute linear transformations
- Select subspaces, including row space, column space, & null space
- Find the characteristic equation, eigenvalues, & eigenvectors of a matrix
The Wolfram Linear Algebra Work Assistant is powered by the Wolfram|Alpha computational knowledge engine & is created by Wolfram Research, makers of Mathematica the world's leading program process for mathematical research & schooling.
The Wolfram Linear Algebra Work Assistant draws on the computational power of Wolfram|Alpha's supercomputers over a 2G, 3G, 4G, or Wi-Fi connection.
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