c. B: = [3 5] 8 [4 5] {[][114])} 2 3 X

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 28E
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Answer question C:

Write the vector v =
NOTE: Each set B is linearly independent and therefore a basis for its span, and v is in spanB.
a. B
b. B
C. B
=
=
=
d. B =
f. B
=
e. B=
=
=
as a coordinate vector with respect to the basis B.
[10] [0 201
{[][][]}
8
[40] [05]
{[1])A]
0 2 9
---****
[10] [05]
8
[45]
{[][11]}
[92]
[45]
0
{[16]}
9
0
1
{[16][16]}
1
2
5
9
2
5
2
४
४
४
X
Transcribed Image Text:Write the vector v = NOTE: Each set B is linearly independent and therefore a basis for its span, and v is in spanB. a. B b. B C. B = = = d. B = f. B = e. B= = = as a coordinate vector with respect to the basis B. [10] [0 201 {[][][]} 8 [40] [05] {[1])A] 0 2 9 ---**** [10] [05] 8 [45] {[][11]} [92] [45] 0 {[16]} 9 0 1 {[16][16]} 1 2 5 9 2 5 2 ४ ४ ४ X
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