Small interactive visualizations for the linear-algebra ideas behind EE263. Open one and change the parameters to build intuition.
Change the four entries and watch the grid stretch, rotate, shear, and collapse. The columns of A are the basis-vector images.
See the best linear approximation of a nonlinear function in 1D and 2D, and where it stops being accurate.
The output as a mixture of columns, and the solution as the intersection of the row-lines. Make A singular to see both degeneracies at once.
Probe five hidden maps of the plane: feed inputs, read outputs, and decide which are linear. No formulas shown.