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Row operations turn the augmented matrix of a system in… | StemPy Lab
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Row operations turn the augmented matrix of a system in three unknowns into one whose last row is (0 0 0 | 4). What can you say about the system?
Mathematics
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Algebra › Matrices and Determinants
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Row operations turn the augmented matrix of a system in three unknowns into one whose last row is
(
0
0
0
∣
4
)
(0\ 0\ 0 \,|\, 4)
(
0
0
0
∣
4
)
. What can you say about the system?
It has exactly one solution
It has the solution
x
=
y
=
z
=
4
x = y = z = 4
x
=
y
=
z
=
4
It has no solution
It has infinitely many solutions
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