[1 2] Let A = 3 4 and b = (a) A has only [Select] [Select] b₁ b₂ Is the equation Ax = b consistent for all possible b? b3 pivots. (b) Conclusion: Ax=b is [Select] [Select] consistent not consistent columns and therefore A has at most because [Select]

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Question
Do fast
Let A =
=
1 2
|
34 and b =
5 6
(a) A has only [Select]
[Select]
b₁
b₂
b3
Is the equation Ax = b consistent for all possible b?
pivots.
(b) Conclusion: Ax=b is [Select]
[Select]
consistent
not consistent
columns and therefore A has at most
because [Select]
Transcribed Image Text:Let A = = 1 2 | 34 and b = 5 6 (a) A has only [Select] [Select] b₁ b₂ b3 Is the equation Ax = b consistent for all possible b? pivots. (b) Conclusion: Ax=b is [Select] [Select] consistent not consistent columns and therefore A has at most because [Select]
12
Let A = 3 4 and b
=
5 6
(a) A has only [Select]
[Select]
b₁
b₂
b3
Is the equation Ax = b consistent for all possible b?
pivots.
(b) Conclusion: Ax=b is [Select]
columns and therefore A has at most
because [Select]
[Select]
A has a pivot in every column
A does not have a pivot in every row
A has a pivot in every row
A does not have a pivot in every column
Transcribed Image Text:12 Let A = 3 4 and b = 5 6 (a) A has only [Select] [Select] b₁ b₂ b3 Is the equation Ax = b consistent for all possible b? pivots. (b) Conclusion: Ax=b is [Select] columns and therefore A has at most because [Select] [Select] A has a pivot in every column A does not have a pivot in every row A has a pivot in every row A does not have a pivot in every column
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