29-34 - Vector Projection of u onto v (a) Calculate proj, u. (b) Resolve u into u, and uz, where u, is parallel to v and u, is orthogonal to v. 29. u = (-2, 4), v = (1, 1) 30. и %3D (7, — 4), v%3 (2, 1) 31. и %3D (1, 2), v 3 (1, —3) 32. u = (11, 3), v = (-3, -2) 33. и %3D (2, 9), v %3 (-3,4) 34. u = (1, 1), v = (2, –1) %3D

Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Inner Product Spaces
Section5.2: Inner Product Spaces
Problem 87E
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29-34 - Vector Projection of u onto v (a) Calculate proj, u.
(b) Resolve u into u, and uz, where u, is parallel to v and u, is
orthogonal to v.
29. u = (-2, 4), v = (1, 1)
30. и %3D (7, — 4), v%3 (2, 1)
31. и %3D (1, 2), v 3 (1, —3)
32. u = (11, 3), v = (-3, -2)
33. и %3D (2, 9), v %3 (-3,4)
34. u = (1, 1), v = (2, –1)
%3D
Transcribed Image Text:29-34 - Vector Projection of u onto v (a) Calculate proj, u. (b) Resolve u into u, and uz, where u, is parallel to v and u, is orthogonal to v. 29. u = (-2, 4), v = (1, 1) 30. и %3D (7, — 4), v%3 (2, 1) 31. и %3D (1, 2), v 3 (1, —3) 32. u = (11, 3), v = (-3, -2) 33. и %3D (2, 9), v %3 (-3,4) 34. u = (1, 1), v = (2, –1) %3D
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