Let A be a square matric of order 3 × 3. Write the value of |2A|, where |A| = 4.
Using the property of determinant –
|kA| = kn|A| where n is the order of determinant.
∵ given order of |A| is 3.
∴ |2A| =
|A|
⇒ |2A| = 8
4 = 32
The value of |2A| is 32.
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