(Inner Product) The inner product is given by f(x)g(x) dx on the interval [-1,1]. 1 -1 = ∫ How to explain that ＞=0. If you can give me an example, it would be much appreciated. Thank you.

Question

(Inner Product) The inner product is given by f(x)g(x) dx on the interval [-1,1]. 1 -1 = ∫ How to explain that ＞=0. If you can give me an example, it would be much appreciated. Thank you.

Arun · Answer

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(Inner Product) The inner product is given by f(x)g(x) dx on the interval [-1,1]. 1 -1 = ∫ How to explain that ＞=0. If you can give me an example, it would be much appreciated. Thank you.

(Inner Product)
The inner product is given by f(x)g(x) dx on the interval [-1,1]. ¹_-1= ∫
How to explain that ＞=0.
If you can give me an example, it would be much appreciated. Thank you.

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(Inner Product) The inner product is given by f(x)g(x) dx on the interval [-1,1]. 1 -1 = ∫ How to explain that ＞=0. If you can give me an example, it would be much appreciated. Thank you.

(Inner Product)The inner product is given by f(x)g(x) dx on the interval [-1,1]. 1-1= ∫How to explain that ＞=0.If you can give me an example, it would be much appreciated. Thank you.

1 Answers

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(Inner Product)
The inner product is given by f(x)g(x) dx on the interval [-1,1]. ¹_-1= ∫
How to explain that ＞=0.
If you can give me an example, it would be much appreciated. Thank you.