Suppose we are told that A 2 3 What can we conclude about the coefficient matrix A? O Nothing, because any homogeneous system is consistent. O A must be invertible because the given linear system is consistent. A must be invertible because the system gives a non-trivial solution to a homogeneous system. O A is not invertible.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Suppose we are told that
1
A 2
%3D
3
What can we conclude about the coefficient matrix A?
Nothing, because any homogeneous system is consistent.
A must be invertible because the given linear system is consistent.
A must be invertible because the system gives a non-trivial solution to a
homogeneous system.
O A is not invertible.
Transcribed Image Text:Suppose we are told that 1 A 2 %3D 3 What can we conclude about the coefficient matrix A? Nothing, because any homogeneous system is consistent. A must be invertible because the given linear system is consistent. A must be invertible because the system gives a non-trivial solution to a homogeneous system. O A is not invertible.
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