Let R = {(x, y) if x ∣ y} be a relation on set A= The set of numbers involve in ID. Write the relation R in tabular or roster form. Find the matrix of a relation R Draw digraph of the relation R Find...

Let R = {(x, y) if x ∣ y} be a relation on set A= The set of numbers involve in ID.

1. Write the relation R in tabular or roster form.


2. Find the matrix of a relation R


3. Draw digraph of the relation R


4. Find the indegree and out degree of the relation R


5. Compute the complement of relation R

ID = 0 1 2 3 4 5 6