For the following matrices verify the associativity of matrix multiplication i.e. (A B)C=A(B C)d...

For the following matrices verify the distributivity of matrix multiplication over matrix addition i.e.A(B+C)=AB+ACA=[1-102],B=[-1021] and C=[011-1]( ii) A=[2-111-12]B=[0111] and C=[1-101]

Matrix multiplication is associative

Verify the associative property of addition and multiplication if a=358, b=962 and c=142 .

For the following matrices A and B, verify that (AB)'=B'A'*A=[[-4-43]] and

Let A=[[1,23,4]] and B=[[a,bc,d]] are two matrices such that they are commutative with respect to multiplication and c!=3b. Then the value of (a-d)/(3b-c)

If a=5/2, b=7/4, c=1/3 then verify associative law of multiplication of rational numbers

Consider the following in respect of matrices A,B and C of same order. I. (A+B+C)=A+B+C II. (AB)'=B'A' III. (ABC) =C'B'A Where A' is the transpose of the matrix A. Which of the above are correct ?

Consider the following in respect of matrices A, B and C of same order : 1. (A+B+C)'=A'+B'+C' 2. (AB)'=AB' 3. (ABC)'=C'B'A' Where A' is the transpose of the matrix A. Which of the above are correct ?

Which of the following is/are true? If A is a square matrix such that A = A then (1 + A) - 7A=1 If A is a square matrix such that A = A then (1+4)° -7A=0 Let B and C be two square matrices such that BC = CB and C=0. If A = B+C then A - B -3B+C = 0 Let B and C be two square matrices such that BC = CB and C=0. If A = B+C then A+B -3B+C =0

Which of the following is a symmetric matrix? (A) a null matrix (B) a triangular matrix (C) an idenity matrix (D) a diagonal matrix