4. Let the vector space P([-1,1]) have the inner product = f(t)g(t)dt, using 21

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Chapter5: Inner Product Spaces
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4. Let the vector space P([-1,1]) have the inner product < f(x), g(x) >= f(t)g(t)dt, using
Gram-Schmidt procedure, convert the basis {1, x,x²} into orthonormal basis.
Transcribed Image Text:4. Let the vector space P([-1,1]) have the inner product < f(x), g(x) >= f(t)g(t)dt, using Gram-Schmidt procedure, convert the basis {1, x,x²} into orthonormal basis.
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