Engineering Board Exam Reviewer · Matrix Inverse and Cofactors · medium
For the matrix A= bmatrix3&2\1&4 bmatrix, find the cofactor matrix.
- bmatrix4&-1\-2&3 bmatrix
- bmatrix4&1\2&3 bmatrix
- bmatrix3&2\1&4 bmatrix
- bmatrix4&-2\-1&3 bmatrix
Answer
A. bmatrix4&-1\-2&3 bmatrix
Solution
C11=+4, C12=-1, C21=-2, C22=+3. Cofactor matrix = bmatrix4&-1\-2&3 bmatrix.
More Matrix Inverse and Cofactors questions
- For A= bmatrix2&1\5&3 bmatrix (with (A)=1), what should A· A-1 equal?
- A 2×2 matrix has determinant 0. Does it have an inverse?
- Find the inverse of A= bmatrix2&1\5&3 bmatrix.
- Find the inverse of A= bmatrix4&7\2&6 bmatrix.
- Find the cofactor C12 of the matrix bmatrix1&2&3\4&5&6\7&8&10 bmatrix.
All Matrix Inverse and Cofactors questions