3. Consider the following vectors in R³: The set B = --8--8--8--8 = 2 {b₁,b2, b3} is a basis of R³ (you do not need to verify it). b₁ 1 = b₂ = Compute the vector u. [u] B 0 a) Compute [w], the coordinate vector of w relative to the basis B. b) Let u € R³ be a vector such that 3 -B = 1 W = -5

3. Consider the following vectors in R³: The set B = --8--8--8--8 = 2 {b₁,b2, b3} is a basis of R³ (you do not need to verify it). b₁ 1 = b₂ = Compute the vector u. [u] B 0 a) Compute [w], the coordinate vector of w relative to the basis B. b) Let u € R³ be a vector such that 3 -B = 1 W = -5

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter8: Applications Of Trigonometry

Section8.3: Vectors

Problem 14E

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