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Mathematics
Mathematics
Problem
Let A be a square matrix of order
3
×
3
3 \times 3
3
×
3
, then
∣
k
A
∣
|kA|
∣
k
A
∣
is equal to (A)
k
∣
A
∣
k|A|
k
∣
A
∣
(B)
k
2
∣
A
∣
k^2|A|
k
2
∣
A
∣
(C)
k
3
∣
A
∣
k^3|A|
k
3
∣
A
∣
(D)
3
k
∣
A
∣
3k|A|
3
k
∣
A
∣
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