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B = (1, x+1, x² + x) forms an ordered basis for P3. Give the B-coordinate vector of each of the following vectors. That is, for each of the following p determine what is [p]. (a) 2+3x+4x² (b) 5+7x+3x² (c) 1 + x (d) 2 + x

B = (1, x+1, x² + x) forms an ordered basis for P3. Give the B-coordinate vector of each of the following vectors. That is, for each of the following p determine what is [p]. (a) 2+3x+4x² (b) 5+7x+3x² (c) 1 + x (d) 2 + x

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Additional Topics In Trigonometry
Section: Chapter Questions
Problem 9T
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B = (1, x + 1,x² + x) forms an ordered basis for P3. Give the B-coordinate vector of each of the following vectors. That is, for each of the following p determine what is [p]å. (a) 2+3x+4x² (b) 5+7x+3x² (c) 1 + x (d) 2 + x
Transcribed Image Text:B = (1, x + 1,x² + x) forms an ordered basis for P3. Give the B-coordinate vector of each of the following vectors. That is, for each of the following p determine what is [p]å. (a) 2+3x+4x² (b) 5+7x+3x² (c) 1 + x (d) 2 + x
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