In the vector space P₂ of polynomials of degree at most two, then the first column f the matrix of transition fro the basis B=(e₁=1+x;e₂=x+x²;e₂=3+x²) to the basis A=(a₁-6-2x²; a₂=1+x; a₂=x+x²) is: OA (0) SOB. OC (1) 0 OD/ 9 0 °C)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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In the vector space P, of polynomials of degree at most two, then the first column f the matrix of transition fro the basis B=(e₁=1+x;e₂=x+x²₁; e₂=3+x²) to the basis A=(a₁ = 6 - 2x²; a₂=1+x; a¸=x+x²) is:
OA(0
O B.
(8)
OC.
1
B
OD.
6
B
0
OE 3
Transcribed Image Text:In the vector space P, of polynomials of degree at most two, then the first column f the matrix of transition fro the basis B=(e₁=1+x;e₂=x+x²₁; e₂=3+x²) to the basis A=(a₁ = 6 - 2x²; a₂=1+x; a¸=x+x²) is: OA(0 O B. (8) OC. 1 B OD. 6 B 0 OE 3
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