6. Let ū, ū, and w be vectors. Explain why any linear combination of ū and ở is also a linear combination of i, and ti.

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Chapter5: Inner Product Spaces
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6. Let ū, ī, and w be vectors. Explain why any linear combination of i and i is also a
linear combination of ū, ī, and w.
Transcribed Image Text:6. Let ū, ī, and w be vectors. Explain why any linear combination of i and i is also a linear combination of ū, ī, and w.
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