Question 28 Let C10, 1] be a vector space with inner product defined as (f, g) = f f(x)g(x)dt wh Find [g]. 01- 0 19 1 = √ 105 Olg1-105 061-1 Olgl-t

Elementary Linear Algebra (MindTap Course List)
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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
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Question 28
Let C10, 1] be a vector space with inner product defined as (f,g) = f f(x)g(x)dt where g(x) = t³ - t², f(t) = 5t - 3.
Find g.
0-
0 lg 1 = √105
Olg1-105
041-4
Olgl-
Transcribed Image Text:Question 28 Let C10, 1] be a vector space with inner product defined as (f,g) = f f(x)g(x)dt where g(x) = t³ - t², f(t) = 5t - 3. Find g. 0- 0 lg 1 = √105 Olg1-105 041-4 Olgl-
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