You are given u and a span of vectors. In the first box, enter 1, 2, or 3 to describe which of the scenarios below holds true. 1) There is no value of "a" that will allow for v E Span S. 2) All values of "a" will allow for v E Span S. 3) There is one unique value of "a" that will allow for v E Span S. 12 22 -4 2 a) : U= and S contains 960 -30 a The value of "a" is: (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of "a"). b) and S contains in [229] The value of "a" is: (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of "a"). c) (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of The value of "a" is: "a"). = 0 = [-₁46] and : : 1+ ax + 5x² + 3x³ and S contains (-2+ 24x + 12x² + 4x³), (2-16x - 8x² - 2x³), (1-7x - 3x²x³):
You are given u and a span of vectors. In the first box, enter 1, 2, or 3 to describe which of the scenarios below holds true. 1) There is no value of "a" that will allow for v E Span S. 2) All values of "a" will allow for v E Span S. 3) There is one unique value of "a" that will allow for v E Span S. 12 22 -4 2 a) : U= and S contains 960 -30 a The value of "a" is: (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of "a"). b) and S contains in [229] The value of "a" is: (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of "a"). c) (if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of The value of "a" is: "a"). = 0 = [-₁46] and : : 1+ ax + 5x² + 3x³ and S contains (-2+ 24x + 12x² + 4x³), (2-16x - 8x² - 2x³), (1-7x - 3x²x³):
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
![You are given u and a span of vectors. In the first box, enter 1, 2, or 3 to describe which of the scenarios below holds true.
1) There is no value of "a" that will allow for v E Span S.
2) All values of "a" will allow for v E Span S.
3) There is one unique value of "a" that will allow for v E Span S.
12
22
a)
2
:0=
and S contains
960
-30
-2
a
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
b)
and S contains
12 16 1
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
c)
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
:0=
a
[24]
-14
: 1+ ax + 5x² + 3x³ and S contains (-2+24x + 12x² + 4x³), (2-16x - 8x² - 2x³), (1-7x - 3x² - x³):](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdef25b02-21c7-4f0b-87c4-78c9bf8df921%2Fbbc4da0f-2596-4afd-b0b8-ec76a3296043%2F7l7hq8s_processed.jpeg&w=3840&q=75)
Transcribed Image Text:You are given u and a span of vectors. In the first box, enter 1, 2, or 3 to describe which of the scenarios below holds true.
1) There is no value of "a" that will allow for v E Span S.
2) All values of "a" will allow for v E Span S.
3) There is one unique value of "a" that will allow for v E Span S.
12
22
a)
2
:0=
and S contains
960
-30
-2
a
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
b)
and S contains
12 16 1
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
c)
The value of "a" is:
(if you select option 1, or option 2, then fill this box with 0. If you select option 3, then fill this box with the value of
"a").
:0=
a
[24]
-14
: 1+ ax + 5x² + 3x³ and S contains (-2+24x + 12x² + 4x³), (2-16x - 8x² - 2x³), (1-7x - 3x² - x³):
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