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Proof Let u and v be nonzero vectors in an innerproduct

Chapter 5, Problem 5.2.90

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QUESTION:

Proof Let u and v be nonzero vectors in an innerproduct space V. Prove that u projvu is orthogonalto v.

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QUESTION:

Proof Let u and v be nonzero vectors in an innerproduct space V. Prove that u projvu is orthogonalto v.

ANSWER:

Step 1 of 3

Proof Let  and  be nonzero vectors in an inner product space . Prove that   is orthogonal to .

By definition, if  is orthogonal to  then

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