In the vector space P, of polynomials of degree at most two, the second column of the matrix of transition from the basis A=(a=1; a=x; a=x²) to the basis B=(e₁₂=2+x;e₂=1-x+ 6x²; e₂=1-x-6x² is: OA. "A O B. O 0 1 0 OD. 1 1 6 3 ENG 430 US 1458 2002/16

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 11E
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Amazon.co.uk-Onlin... G Suppose an investor b...
emaining Time: 2 hours, 31 minutes, 36 seconds.
estion Completion Status:
ОА.
In the vector space P, of polynomials of degree at most two, the second column of the matrix of transition from the basis A=(a₁=1; a=x; a=x²) to the basis
2
B=(e₁=2+x;e₂=1-x+
OB.
O
1
6
1
Q
1
2
°(:)
1
0
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1
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0
16556
6x²; e₂=1-x- 6x² is:
3
X
DER
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ENG
US
Transcribed Image Text:Amazon.co.uk-Onlin... G Suppose an investor b... emaining Time: 2 hours, 31 minutes, 36 seconds. estion Completion Status: ОА. In the vector space P, of polynomials of degree at most two, the second column of the matrix of transition from the basis A=(a₁=1; a=x; a=x²) to the basis 2 B=(e₁=2+x;e₂=1-x+ OB. O 1 6 1 Q 1 2 °(:) 1 0 learn.ul.ac.za/ultra/courses/_9206_1/cl/outline?legacyUrl=~2Fwebapps-2Fblackboard-2Fcontent-2FlaunchAssess 1 9) 1 -6 0 16556 6x²; e₂=1-x- 6x² is: 3 X DER a hp 30AO < ENG US
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