Question: et (ur - [8 8],02 - [8 8],03- [8 3 be a basis for a subspace of R2x2. Use the Gram-Schmidt process to find an

et (ur - [8 8],02 - [8 8],03- [8 3 be a basis for
et (ur - [8 8],02 - [8 8],03- [8 3 be a basis for a subspace of R2x2. Use the Gram-Schmidt process to find an orthogonal basis under the Frobenius inner product. Orthogonal basis: { V1 a = Ex: 5 b = Ex: 5 C = Ex: 1.23 d = Ex: 1.23

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