B = {sin(t), sin(2t), sin(3t), sin(4t)} is an orthogonal set in C( [−π, π] ) with (ƒ,9) = = { ["_ƒ(z)g(x) dx π π and is therefore a basis for its span, W. Let h(t) = = |t| and calculate proj sin th: proj sin 2th: proj sin 3th: proj sin 4th: Graph hand (proj sin th+ proj sin 2th + projsin 3th + projsin 4th) on the same set of axes
B = {sin(t), sin(2t), sin(3t), sin(4t)} is an orthogonal set in C( [−π, π] ) with (ƒ,9) = = { ["_ƒ(z)g(x) dx π π and is therefore a basis for its span, W. Let h(t) = = |t| and calculate proj sin th: proj sin 2th: proj sin 3th: proj sin 4th: Graph hand (proj sin th+ proj sin 2th + projsin 3th + projsin 4th) on the same set of axes
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 30E
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