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Consider the matrix  A= then which of the following is true (|A| deontes determinents of matrix A)
  • a)
    |A| = |B| = |C|
  • b)
    |A| ≠ |B| ≠ |C|
  • c)
    |A| = |B| ≠ |C|
  • d)
    |A| ≠ |B| = |C|
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Consider the matrix A=then which of the following is true (|A| deontes...
Determinant of all diagonal upper triangular and lower triangular matrices are the product of its diagonal elements.
|A| =abc,  |B| =abc,= |C|=abc
|A| = |B| = |C|
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Most Upvoted Answer
Consider the matrix A=then which of the following is true (|A| deontes...
Eigen values of matrix A, B, C are a, b, c because all three matrices are triangular matrix
We know determinant equal to product of eigen values
So detA=detB=detC=abc
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Community Answer
Consider the matrix A=then which of the following is true (|A| deontes...
Determinant of all diagonal upper triangular and lower triangular matrices are the product of its diagonal elements.
|A| =abc,  |B| =abc,= |C|=abc
|A| = |B| = |C|
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Consider the matrix A=then which of the following is true (|A| deontes determinents of matrix A)a)|A| = |B| = |C|b)|A| ≠ |B| ≠ |C|c)|A| =|B| ≠ |C|d)|A| ≠|B| =|C|Correct answer is option 'A'. Can you explain this answer?
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