*This preview shows
page 1. Sign up
to
view the full content.*

**Unformatted text preview: **B a basis for V . Prove that the coordinate mapping v- [ v ] B from V to R n is a linear transformation. (*) Bonus: Refer back to problems 21 and 22 in 4.1 for the denitions of one-to-one and onto linear transformations. If V is an n-dimensional vector space, prove that the coordinate mapping from V to R n is both one-to-one and onto. (3) 4.2: 20 (*) Bonus: 4.2: 19 1...

View
Full
Document