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Byju's Answer
Standard IX
Mathematics
Singleton Set and Empty Set
Show that set...
Question
Show that set
B
=
{
y
:
2
y
+
1
<
3
a
n
d
y
∈
W
}
is a singleton set.
Open in App
Solution
B
=
{
y
:
2
y
+
1
<
3
a
n
d
y
∈
W
}
2
y
+
1
<
3
⇒
2
y
+
1
−
1
<
3
−
1
(Subtracting 1 from both sides)
⇒
2
y
<
2
⇒
y
<
2
2
(Dividing both sides by 2)
⇒
y
<
1
∴
B
=
{
0
}
Hence set B is a singleton set.
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Similar questions
Q.
Set
B
=
{
y
:
2
y
+
1
<
3
a
n
d
y
∈
W
}
is a/an ___ .
Q.
Find the following set is singleton set or not.
B = {
y
:
2
y
+
1
<
3
and
Y
ϵ
W
}
Q.
Set
B
=
{
y
:
2
y
+
1
<
3
a
n
d
y
∈
W
}
is a/an ___ .
Q.
If a set
Y
is a singleton set, then
n
(
Y
)
=
Q.
Classify the following set as 'singleton' or 'empty':
B
=
{
y
|
y
is an odd prime number
<
4
}
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