If A is a non-singular matrix, prove that: `adjA` is also non -singular `(adjA)^-1=1/|A| A`.

If A is a non-singular matrix, then

If A is a non-singular matrix,prove that: adj(A) is also non-singular (ii) (adjA)^(-1)=(1)/(|A|)A

If A is a non-singular matrix, prove that: a d j\ (A) is also non-singular (ii) (a d j\ A)^(-1)=1/(|A|)Adot

If A is a non - singular matrix then

If A is a non - singular matrix then

If A is a non - singular matrix then

If A is a non-singular matrix, then A (adj.A)=

If A is a singular matrix, then what is A(adjA) ?

If A is a non-singular matrix,prove that (adjA)^(-1)=(adjA^(-1))

If A is a non-singular matrix,prove that (adjA)^(-1)=(adjA^(-1))