- Linear Transformation
Geometric Interpretation of the Subspace
Show that the set of all elements of R^2 of the form (a, -a), where a is any real number, is a subspace of R^2. Give a geometric interpretation of the subspace.
The set of all elements of R^2 of the form (a, -a), a is a real number, is a subspace if the following conditions are met.
If u and v are elements of the subset and c ...
A geometric interpretation of a subspace is determined.