write the set {1/2,2/3,3/4,4/5,5/6,6/7}in the set builder form
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Answered by
3
Answer:
{ x:x = n/n+1 , n is the element of N and 1 <_ n <_ 6}
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Answered by
0
given that {12,23,34,45,56,67}
{
1
2
,
2
3
,
3
4
,
4
5
,
5
6
,
6
7
}
=11+1,22+1,33+1,44+1,55+1,66+1
=
1
1
+
1
,
2
2
+
1
,
3
3
+
1
,
4
4
+
1
,
5
5
+
1
,
6
6
+
1
={xx+1:x∈N&x≤6}
=
{
x
x
+
1
:
x
∈
N
&
x
≤
6
}
answer
{
1
2
,
2
3
,
3
4
,
4
5
,
5
6
,
6
7
}
=11+1,22+1,33+1,44+1,55+1,66+1
=
1
1
+
1
,
2
2
+
1
,
3
3
+
1
,
4
4
+
1
,
5
5
+
1
,
6
6
+
1
={xx+1:x∈N&x≤6}
=
{
x
x
+
1
:
x
∈
N
&
x
≤
6
}
answer
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