In the vector space P, of polynomials of degree atmost two, the first column of the matrix of transition from the basis is: B=(e =1+2x:e=x-3x, e,=1+x?\ to the basis A={a=1; a,=x: a,=x?\ is 6/3 O8(1/ 6/5 2/5 O D. 1

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Chapter2: Second-order Linear Odes
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In the vector space P of polynomials of degree atmost two, the first column of the matrix of transition from the basis
B=(e=1+2x: e=x- 3x, e=1+x?\ to the basis A=la=1; a,=x;a,=x?\ is:
OA
6/3
O8(1/
6/5
2/5
O D. 1
ort
is
&
%24
7
8
Transcribed Image Text:In the vector space P of polynomials of degree atmost two, the first column of the matrix of transition from the basis B=(e=1+2x: e=x- 3x, e=1+x?\ to the basis A=la=1; a,=x;a,=x?\ is: OA 6/3 O8(1/ 6/5 2/5 O D. 1 ort is & %24 7 8
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