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Mathematics
Mathematics
Problem
If
a
\mathbf{a}
a
,
b
\mathbf{b}
b
and
c
\mathbf{c}
c
are any three vectors and their inverse are
a
−
1
\mathbf{a}^{-1}
a
−
1
,
b
−
1
\mathbf{b}^{-1}
b
−
1
and
c
−
1
\mathbf{c}^{-1}
c
−
1
and
[
a
b
c
]
≠
0
[\mathbf{abc}] \neq 0
[
abc
]
=
0
, then
[
a
−
1
b
−
1
c
−
1
]
[\mathbf{a}^{-1} \mathbf{b}^{-1} \mathbf{c}^{-1}]
[
a
−
1
b
−
1
c
−
1
]
will be a. zero b. one c. non-zero d.
[
a
b
c
]
[\mathbf{abc}]
[
abc
]
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