2. Matrix Algebra
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Therefore
One
can easily verify that
AA
–1
= A
–1
A = I
.
Example 2.3.3
(continued)
The
linear system is
AX = B
, where
B
= [ 1 –3 2 ]
T
Therefore the unique solution is (
x
,
y
,
z
) =
(1, –3, 0)
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