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Byju's Answer
Standard X
Mathematics
Identity Matrix
Q7/30 If A=(a...
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{Q7/30 If }A=(a_{ij}) be a square matrix of order }n and }a_{ij}=(-1)^in_{C_i}x_i}{{}^nC_j, if }n is odd, then trace of }A is equal to
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Q.
If
A
=
[
a
i
j
]
is a scalar matrix of order
n
×
n
such that
a
i
j
=
k
for all then trace of
A
is equal to
Q.
If
A
=
[
A
i
j
]
is a square matrix of odd order such that
[
A
i
j
]
=
i
2
−
j
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, then:
Q.
If
A
=
[
a
i
j
]
is scalar matrix of order
n
×
n
such that
a
i
j
=
k
for all
i
, then
|
A
|
equals
Q.
A square matrix
A
=
[
a
i
j
]
n
×
n
, if
a
i
j
=
0
for
i
>
j
,
then that matrix is known as
Q.
lf
A
=
[
a
i
j
]
is a scalar matrix of order
n
×
n
such that
a
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j
=
k
for all
i
=
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, then trace of
A
=
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