Let * be a binary operation defined on R by a * b = , then the operation * is
commutative and associative
commutative but not associative
associative but not commutative
neither associative nor commutative
The value of is
D.
If x, y,z are all different and not equal to zero and = 0, then the value of x-1 + y-1 + z-1 is equal to
xyz
x-1y-1z-1
- x - y - z
- 1
If A is a matrix of order m x n and B is a matrix, such that AB' and B'A are both defined, then the order of the matrix B is
m x m
n x n
n x m
m x n