co Which of the following subspaces are orthogonal complements? 3 W = - Spean { a = [8]} and W² = Span (t = [4]}}- W' of R2 w = W -Span { a = []} row-Spie {1-[2]} « and W' Span b = {b = of R² O W = Span W₁ = W' = Span V₁ = 3 1 -3 2 3 and V2 = MacBook Air 2 of R4
co Which of the following subspaces are orthogonal complements? 3 W = - Spean { a = [8]} and W² = Span (t = [4]}}- W' of R2 w = W -Span { a = []} row-Spie {1-[2]} « and W' Span b = {b = of R² O W = Span W₁ = W' = Span V₁ = 3 1 -3 2 3 and V2 = MacBook Air 2 of R4
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 7E
Related questions
Question
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Q
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Transcribed Image Text:/
Q
3
N
2
39
S
F2
W
W = Span W1 =
X
W' = Span V₁ =
W =
#
3
20
F3
W' = Span V1 =
E
D
C.
Span W₁ =
$
4
888
F4
R
F
3
AU
%
5
V
F5
T
G
1
-3
No. co
3
6
co
6313
-3
B
F6
, V2
MacBook Air
Y
and
V2 =
H
and
&
7
<
F7
U
N
[]}
*
8
J
of R4
DII
F8
T
M
(
9
of R4
K
F9
O
<
)
O
L
A
F10
P
I'
A
F11
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1
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Q
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Which of the following subspaces are orthogonal complements?
2
30²
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W
S
W =
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R2
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10 TO 2
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6
and W' = Spanb=
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V2
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7
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2{b = [2]} of
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Transcribed Image Text:CO
!
1
A
:8
Q
U
FI
N
Which of the following subspaces are orthogonal complements?
2
30²
F2
W
S
W =
- Spean { a = [8]} and W² = Span { t = [4]}}-
b of
W' b
R2
O
w = Span { a = []}
W
R²
O
X
مه
W = Span W1
#
3
W' = Span V1 =
20
F3
E
D
$
4
C
R
F
%
5
V
F5
T
G
10 TO 2
-3
6
and W' = Spanb=
B
MacBook Air
F6
and
Y
V2
&
7
H
F7
U
N
2{b = [2]} of
*
8
J
of R4
DII
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(
9
O
K
F9
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)
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90
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