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If Is an Inner Product on a Vector Space

Question 32

True/False

If
If is an inner product on a vector space V, and is an invertible linear transformation, then is also an inner product on V. is an inner product on a vector space V, and
If is an inner product on a vector space V, and is an invertible linear transformation, then is also an inner product on V. is an invertible linear transformation, then
If is an inner product on a vector space V, and is an invertible linear transformation, then is also an inner product on V. is also an inner product on V.

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