Distributivity of binary operations

Associativity of binary operations

Commutativity of binary operations

Let ** and @ be two binary operations on a non-empty setA. Then write the condition for which the binary operation ** is distibutive over binary operation @

Number of binary operations

- is a binary operation on

Define binary operation.

Let * be a binary operation on N defined by a*b= 2^(5ab),a b inN .Discuss the commutativity if this binary operation.

+ is not a binary operation on

Subtraction is not binary operation in