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Finite sets/Explicit/Relationships/Exercise
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Determine, for the sets
M
=
{
a
,
b
,
c
,
d
,
e
}
,
N
=
{
a
,
c
,
e
}
,
P
=
{
b
}
,
R
=
{
b
,
d
,
e
,
f
}
,
{\displaystyle M=\{a,b,c,d,e\},\,N=\{a,c,e\},\,P=\{b\},\,R=\{b,d,e,f\},}
the following sets.
M
∩
N
{\displaystyle {}M\cap N}
,
M
∩
N
∩
P
∩
R
{\displaystyle {}M\cap N\cap P\cap R}
,
M
∪
R
{\displaystyle {}M\cup R}
,
(
N
∪
P
)
∩
R
{\displaystyle {}{\left(N\cup P\right)}\cap R}
,
N
∖
R
{\displaystyle {}N\setminus R}
,
(
M
∪
P
)
∖
(
R
∖
N
)
{\displaystyle {}{\left(M\cup P\right)}\setminus {\left(R\setminus N\right)}}
,
(
(
P
∪
R
)
∩
N
)
∩
R
{\displaystyle {}{\left({\left(P\cup R\right)}\cap N\right)}\cap R}
,
(
R
∖
P
)
∩
(
M
∖
N
)
{\displaystyle {}{\left(R\setminus P\right)}\cap {\left(M\setminus N\right)}}
.
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