Question:

→ 4. Let L: R5 R¹ be a linear transformation, and let S =

Last updated: 7/4/2022

→ 4. Let L: R5 R¹ be a linear transformation, and let S =

→ 4. Let L: R5 R¹ be a linear transformation, and let S = (v₁, 2, 3} be an indexed subset of R. Suppose that {L(v₁), L(v₂), L(vs)} is linearly independent. Show that S= {₁, 2, 3} is linearly independent.