Question 53

MANAT2 marksNeeds review
Consider the inner product space

of all polynomials of degree at most 2 over the field of real numbers with the inner product

for

. Let

be an orthogonal set in

, where

,

,

and

are real constants. Then the value of

is equal to _____.

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2019MA

GATE MA 2019 · Paper 1

Mathematics · Original paper archive

Section
Mathematics
Question type
Numerical answer (NAT)
Marks
2 marks

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