have the inner product

Find the following for

CoormaBak9
2021-03-12
Answered

Let the vector space ${P}^{2}$

have the inner product$\u27e8p,q\u27e9={\int}_{-1}^{1}p(x)q(x)dx.$

Find the following for$p=1\text{}and\text{}q={x}^{2}.$

$(a)\u27e8p,q\u27e9(b)\parallel p\parallel (c)\parallel q\parallel (d)d(p,q)$

have the inner product

Find the following for

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l1koV

Answered 2021-03-13
Author has **100** answers

Given that the vector space P have the inner product

Also given that

We calculate the value of

Therefore, the value of

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