If each element of a determinant of 3rd order A is multiplied by 3, then the value of newly formed determinant is........
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Answer:
27|A|
Step-by-step explanation:
the answer is 27 times of original determinant because we take out common from a single row or column of a determinant which is not like the case of matrix in which we take common from all the elements in a matrix
so since the determinant is of order 3 therefore it will have 3 rows(/columns) and that is why we take 3 common 3 times which is equal to 3x3x3=27
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