[ 1 2 1
Show that A=
3 2 3
is non - singular
1 1 2
find A-1
(MARCH-1
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Answer:
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Answered by
1
Step-by-step explanation:
Given:
To find:Show that matrix A is non singular and find A^-1.
Solution:
Tip:
1) For non-singular matrix:
2)Inverse of a matrix:
Step 1: Calculate determinant of A.
Thus, A is non-singular matrix.
Step 2: Find Minor matrix for every element of matrix A.
Minor of a element of can be calculated by hiding that row and column.
Step 3: Find Co-factor matrix
Step 4: Find Adj.(A)
Adj.(A) is transpose of Co-factor matrix.
Step 5: Write inverse of A.
or
or
Final answer:
Yes, Matrix A is non singular.
Hope it helps you.
To learn more on brainly:
find the inverse of matrix A by using adjoint method where a is equals to
(1 0 1)
A= (0 2 3)
(1 2 1)
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Find the inverse of the matrix ( if exists ) and state the reason if it doesn't exists.
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