19 In Words Explain Why The Sets Of Vectors In Parts A To D Are Not Bases For The Indicated Vector Spaces A U 1 (28.78 KiB) Viewed 34 times
19 In Words Explain Why The Sets Of Vectors In Parts A To D Are Not Bases For The Indicated Vector Spaces A U 2 (5.31 KiB) Viewed 34 times
****PLEASE ANSWER ONLY IF YOU WILL FINISH ALL 2 PROBLEMS,OTHERWISE DO NOT ANSWER IF YOU WILL ONLY ANSWER 1 PROBLEM, LEAVE ITFOR SOMEONE ELSE WHO CAN FINISH IT***
19. In words, explain why the sets of vectors in parts (a) to (d) are not bases for the indicated vector spaces. a. u₁ = (1, 2), u₂ = (0, 3), u, = (1, 5) for R² b. u₁ = (-1,3,2), u₂ = (6, 1, 1) for R³ c. P₁ = 1+x+x², P₂ = x for P₂ 1 0 60 - 12/2 ² | B =[-i & C = (²₂ %) 2 3 50 for M22 4 2 d. A = D 11
29. Prove that R* is an infinite-dimensional vector space.
Join a community of subject matter experts. Register for FREE to view solutions, replies, and use search function. Request answer by replying!