Question

Two disjoint sets have atleast one element in common this is true or false

Answer 1

Answer:

False

Two disjoint sets never have at least one element in common.

Answer 2

Answer:

Step-by-step explanation:

It is FALSE.

Reason: Disjoint means that there are no common elements. Hence, this statement is false. Now, what two disjoint sets are?

Pair of disjoint sets ( which have no common element) are called two disjoint sets.

Example: Consider two sets, i.e. A ={2,4,6} and B={3,5,7}. They have no common element, therefore, they are two disjoint sets or we can say, a pair of disjoint sets.

For further explanation, now let's consider an example of sets that are not disjoint. We have two sets. consider D={9,8,7} and E={6,7,5}.

Here, we have 7 as a common element in both sets, hence these sets are not disjoint.

I hope your concept will be clear now...Best Of Luck!