Need Both parts to the homeowrk. Im not sure how to exactlyprove this. I know th

Question

Need Both parts to the homeowrk. Im not sure how to exactlyprove this. I know that i need to prove that W is non-empty, closed under scalar multiplication, and closed under addition.

Prove that W is a subspace of V

MATH 307 Homework 8 Let V = R4. Let W = {w E R4 : (1,2,3,4). w =0}. Prove that W is a subspace of V. Let T: Rn left arrow Rn be a linear transformation. Let W ={x E Rn : T(x) = 5x}. Determine whether or not W is a subspace of if, and specifically determine whether each of the three axioms holds or does not hold.

Explanation / Answer

1

Related Questions

Navigate

• Browse (All)
• Browse N
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.