Recent content by Idioteqnician

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    Finding an orthogonal complement without an explicitly defined inner product

    I think so. Thank you
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    Finding an orthogonal complement without an explicitly defined inner product

    Nope, I copied this question straight from my homework page. We are given the result of the Gram Schmidt process, which is a set of orthonormalized vectors. Considering the orthogonal complement is the set of all vectors orthogonal to some subspace W, does that mean my answer is just a linear...
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    Finding an orthogonal complement without an explicitly defined inner product

    Homework Statement P5 is an inner product space with an inner product. We applied the Gram Schmidt process to the basis {1,x,x^2,x^3,x^4} and obtained the following result. {f1,f2,f3,f4,x^4+2} What is the orthogonal complement of P3 in P5 with respect to this inner product?Homework Equations...