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Byju's Answer
Standard VIII
Mathematics
Distributive Property of Rational Numbers
iii Verifty t...
Question
Question 110(iii)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
2
3
,
y
=
−
4
6
and
z
=
−
7
9
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Solution
Given,
x
=
−
2
3
,
y
=
−
4
6
and
z
=
−
7
9
Now
LHS
=
x
×
(
y
+
z
)
=
−
2
3
×
(
−
4
6
+
−
7
9
)
=
−
2
3
×
(
−
4
6
−
7
9
)
=
−
2
3
×
(
−
12
−
14
18
)
=
−
2
3
×
−
26
18
=
26
27
and
RHS
=
x
×
y
+
x
×
z
=
−
2
3
×
(
−
4
6
)
+
(
−
2
3
)
×
(
−
7
9
)
=
4
9
+
14
27
=
12
+
14
27
=
26
27
∴
L
H
S
=
R
H
S
⇒
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
Hence verified.
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Similar questions
Q.
Question 110(iii)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
2
3
,
y
=
−
4
6
and
z
=
−
7
9
Q.
Question 110(ii)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
1
2
,
y
=
2
3
and
z
=
3
4
Q.
Question 110(ii)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
1
2
,
y
=
2
3
and
z
=
3
4
Q.
Question 110(i)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
1
2
,
y
=
3
4
and
z
=
1
4
Q.
Question 110(i)
Verifty the property
x
×
(
y
+
z
)
=
x
×
y
+
x
×
z
of rational numbers by taking
x
=
−
1
2
,
y
=
3
4
and
z
=
1
4
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Distributive Property of Rational Numbers
Standard VIII Mathematics
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