Define binary operation on a set. Verify whether the operation * defined on Z, by `a ** b = ab + 1` is binary or not.

Define a binary operation on a set

Define a binary operation on a set.

Define a binary operation on a set.

Define binary operation on a set. Verify whether the operation * defined on Q set of rational number by a*b= ab+1 AA a,b in Q is commutative or assosiative.

Define binary operation on a set. Verify whether the operation * is defined on Q set of rational number by a *b=ab+1, AA a,b in Q is binary or not.

The operation ** defined by a ** b =(ab)/7 is not a binary operation on

Examine whether the binary operation* defined on R by a*b=ab+1 is associative or not.

The operation * defined a**b = a . Is * a binary operation on z.

Examine whether the binary operation ** defined on R by a**b=a b+1 is commutative or not.