Solution Found!
The vectors u : = (2,-3,1), u2 = (1,4,-2), u3 = (-8,12,-4), uA = (1,37, 17), and u*, =
Chapter 1, Problem 7(choose chapter or problem)
QUESTION:
The vectors u : = (2,-3,1), u2 = (1,4,-2), u3 = (-8,12,-4), uA = (1,37, 17), and u*, = (3, 5,8) generate R3 . Find a subset of the set {ui,u2,U3,U4,ur,} that is a basis for R
Questions & Answers
QUESTION:
The vectors u : = (2,-3,1), u2 = (1,4,-2), u3 = (-8,12,-4), uA = (1,37, 17), and u*, = (3, 5,8) generate R3 . Find a subset of the set {ui,u2,U3,U4,ur,} that is a basis for R
ANSWER:Step 1 of 5
Given that,
The basis for consists of three independent vectors.
First, Check the linear independence and linear dependence of the vectors .
After putting values of , we get that the vectors are linearly independent.