The linear image L: R^3 → R^3 is defined by L (x) = Ax, where A is the matrix
Determine a base B for the image room Im (L) to L. Explain why B is a base for Im (L). is B a base for R^3? If so, explain how you see it; if not, add vectors to B to form a base B ′ for R^3.
I'm stuck don't know how to start. Any help appreciated
Determine a base B for the image room Im (L) to L. Explain why B is a base for Im (L). is B a base for R^3? If so, explain how you see it; if not, add vectors to B to form a base B ′ for R^3.
I'm stuck don't know how to start. Any help appreciated