Give an example of three matrices `A ,\ B ,\ C` such that `A B=A C` but `B!=C` .

Give examples of matrices A and B such that AB=O but BA!=O. (ii) A,B and C such that AB=AC but B!=C,A!=O

Given an example sets, A,B,C such that A cap B =A cap C but B ne C .

Give examples of three sets, A,B, C such that A cap B ne phi , (B cap C) ne phi, (A cap C) ne phi and (A cap B cap C) = phi .

Three sets A,B and C are such that A=B nn C and B=C nn A

If A , B and C are three square matrices of the same size such that B = CA C^(-1) then CA^(3) C^(-1) is equal to

Three sets A,B,C are such that A= B cap C and B=C cup A then

If A ,\ B ,\ C are three non-null square matrices of the same order, write the condition on A such that A B=A C=>B=Cdot

If A, B and C are three sqare matrices of the same order such that A = B + C, then det A is equal to

Consider three square matrices A, B and C of order 3 such that A^(T)=A-2B and B^(T)=B-4C , then the incorrect option is

If A,B and C are three matrices of the same order,then prove that A=B rArr A+C=B+C