JKowalsk
Apr 2, 2007, 10:48 PM
Hey I don't know what to do here and If anyone could help that would be great. Thanks a lot!
Let S be a set with "n" elements and let "a" and "b" be distinct elements of S. How many relations are there on S such that
a) (a,b) is in S
b) (a,b) is not in S
c) There are no ordered pairs in the relation that have "a" as their first element
d) There is at least one ordered pair in the realtion that has "a" as its first element
I really don't know what to do and any help would be cool Thanks a lot!
Let S be a set with "n" elements and let "a" and "b" be distinct elements of S. How many relations are there on S such that
a) (a,b) is in S
b) (a,b) is not in S
c) There are no ordered pairs in the relation that have "a" as their first element
d) There is at least one ordered pair in the realtion that has "a" as its first element
I really don't know what to do and any help would be cool Thanks a lot!