Let U₁ || 5 B 3 -1 , and u₂ 10 5

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Let U₁ =
5
-1
3
and u₂ =
Select all of the vectors that are not in the span of {u₁, U₂}.
10
A. The vector 7-3
5
10
-3
5
5
+3–1
3
OG. The vector
is not in the span.
10
-3 is not in the span.
OB. The vector
5
OC. All vectors in R3 are in the span.
OD. The vector 1 is not in the span.
0
10
☐ E. The vector 3-3 is not in the span.
5
[0
OF. The vector 0 is not in the span.
0
6+5+4]
6 *-1 is not in the span.
6 * 3
5
OH. The vector -1 is not in the span.
3
7 * 10
1. The vector 7*-3
+3
5
H
-1 is not in the span.
3
7*5 +
[1
OJ. The vector 0 is not in the span.
0
OK. We cannot tell which vectors are in the span.
Transcribed Image Text:Let U₁ = 5 -1 3 and u₂ = Select all of the vectors that are not in the span of {u₁, U₂}. 10 A. The vector 7-3 5 10 -3 5 5 +3–1 3 OG. The vector is not in the span. 10 -3 is not in the span. OB. The vector 5 OC. All vectors in R3 are in the span. OD. The vector 1 is not in the span. 0 10 ☐ E. The vector 3-3 is not in the span. 5 [0 OF. The vector 0 is not in the span. 0 6+5+4] 6 *-1 is not in the span. 6 * 3 5 OH. The vector -1 is not in the span. 3 7 * 10 1. The vector 7*-3 +3 5 H -1 is not in the span. 3 7*5 + [1 OJ. The vector 0 is not in the span. 0 OK. We cannot tell which vectors are in the span.
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