The total number of relation of a finite set having 4 elements is
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Answered by
2
We can select first element of ordered pair in n ways and second element in n ways.
So, clearly this set of ordered pairs contain n
2
pairs.
Now, each of these n
2
ordered pairs can be present in the relation or can't be. So, there are 2 possibilities for each of the n
2
ordered pairs.
Thus, the total no. of relations is 2
n
2
Answered by
0
Answer:
512
Step-by-step explanation:
There are 512 relations on a set with 3 elements.
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