From the 3rd row, a = 0, which eliminates choices A and B.
From the second row, b + c = 2 So, choice C is the only one that makes sense.
Fizaa A.
asked 07/30/20Matrix
is an augenmented matrix of a linear system of equations and is in a Reduced Echelon form.
If the system has only 1 solution, then
A.)a=1, b=0, c can be any value
B.)a=1, b=1, c=0
C.)a=0, b=c=1
D.) a=0, b=1, c=0
From the 3rd row, a = 0, which eliminates choices A and B.
From the second row, b + c = 2 So, choice C is the only one that makes sense.
Laleh H. answered 07/30/20
I can help you with the "how" and the "why" of Mathematics
HI Fizaa,
The answer is B.
Cases C and D will result in infinitely many solutions, since each will result in a free paramter.
Case A will not be in reduced row echelon form.
Case B will result in x3=0, x2=2, and x1=1.
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Laleh H.
07/30/20