Given the universal set S is the set of all real numbers, illustrate the relationship between the following?

sets using a Venn Diagram:


A= {x|set of all odd numbers}


B= {x|set of all even numbers}


C= {x|set of all positive numbers}


D= {x|set of all real numbers such that {-4 greater than or equal to x less than or equal to 4}

Given the universal set S is the set of all real numbers, illustrate the relationship between the following?
All A,B,C and D are subsets of S.





There are members of S not included in either 4.





A and B are disjoint (they do not overlap)





C is as large as half of S and overlaps exactly half of A, half of B and half of D.





D overlaps a small part of the intersection between A and C, a small part of the intersection between B and C.and has a part in S that is not in C