Question

The intersection of any two disjoint sets is a null set.justify your answer

Answer 1

HELLO DEAR USER !!!!


here is your answer goes like this :


========================================================================


YOUR QUESTION :

The intersection of any two disjoint sets is a null set .Justify your answer.....

ANSWER:

the every intersection of a disjoint sets is always a null set.Because the two different numbers of each set will not be same ....

if it is a union set we can able to write the elements inn the set .....

as in the case of intersection in any disjoint sets we cannot able to write the intersection elements .....because it elements in the each set will be differ from each other....

FOR EXAMPLE:

let us take the sets :

A={1,2,3,4}

B={5,6,7,8}

A INTERSECTION B={1,2,3,4} INTERSECTION {5,6,7,8}


A INTERSECTION B ={ }

HENCE PROVED THE INTERSECTION OF ANY TWO DISJOINT SETS IS ALWAYS A NULL SET.......


==============================================================================


I HOPE THIS WILL HELP YOU OUT.....



HAVE A GREAT DAY AHEAD DEAR .......


^_^

Answer 2

Answer:

=》If two (or) more sets does not contain any common elements, then they are called as disjoint sets.

The intersection of two disjoint sets is null set because there will be no common elements of disjoint sets.

I hope it is helpful.

Be happy

Keep smiling

Enjoy your life