Which of the following matrices are non-singular ? If the matrix is non-singular, find its inverse
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1
Answer:
Singular matrix is square matrix whose determinant is equal to Zero.
So, non-singular matrix A is a matrix whose determinant is non-zero.
⟹ inverse of A i.e. A
−1
exist.
∴A
−1
=
∣A∣
adjA
.... [∣A∣
=0]
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Answer:
which of the following matrices are nonsingular? if the matrix is non-singular find is 3 -3 2 1
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