Let W be a subspace of Rn with an orthogonal basis

Chapter 6, Problem 24E

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QUESTION:

Let W be a subspace of Rn with an orthogonal basis

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QUESTION:

Let W be a subspace of Rn with an orthogonal basis

ANSWER:

Solution 24E(a)The subspace of has an orthogonal basis {} and the orthogonal complement has an orthogonal basis {} This means that the vectors are pairwise orthogonal, and the vectors are pairwise orthogonal.A vector x is in iff x is orthogonal to every vector in a set span

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