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Depending on the number of elements contained by the sets, they are classified into the following types:
Depending on the types of elements containing by two or more than two sets, the relationship between them can be presented in the following ways:
Solution :
Here , P = { a,e,i,o,u} and Q={a,b,c,d,e}
a) Now , P ∪ Q = { a,b,c,d,e,i,o,u }
The shaded region represents the elements of P ∪ Q.
b) P ∩ Q = { a,e}
The shaded region represents the elements of P ∩ Q.
c) P - Q = { i,o,u}
The sheded region represents the elements of P - Q .
d) Q - P={b,c,d}
The shaded region represents the elements of Q -P .
Depending on the number of elements contained by the sets, they are classified into _______.
A set which does not contain any elements is called _______.
Empty or Null Set is denoted by a symbol _____
A set containing only one element is called ______.
A set which contains a finite number of elements is called ______.
A set containing never-ending elements (i.e. infinite number of elements) is called _______.
The equals set is denoted by the symbol ______.
Equivalent set is denoted by the symbol ______.
ASK ANY QUESTION ON Types of Set and Set Relation
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