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Byju's Answer
Standard IX
Mathematics
Conditional Identities
(91/41 x -1/3...
Question
(91/41 x -1/3) + (4/3 x -9/16) + (2/3 x -91/41)
Simplify using suitable properties.
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Solution
Dear student
91
41
×
-
1
3
+
4
3
×
-
9
16
+
2
3
×
-
91
41
=
91
41
×
-
1
3
+
2
3
×
-
91
41
+
4
3
×
-
9
16
=
91
41
-
1
3
-
2
3
+
4
3
×
-
9
16
a
s
a
×
b
+
c
=
a
×
b
+
a
×
c
=
91
41
×
-
3
3
+
4
3
×
-
9
16
=
-
91
41
+
-
3
4
=
-
364
-
123
164
=
-
487
164
Regards
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0
Similar questions
Q.
If
x
=
9
1
/
3
⋅
9
1
/
9
⋅
9
1
/
27
⋯
∞
;
y
=
4
1
/
3
⋅
4
−
1
/
9
⋅
4
1
/
27
⋯
∞
and
z
=
∞
∑
r
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1
(
1
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i
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−
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and the principal argument of the complex number
p
=
x
+
y
z
is
−
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√
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, then the value of
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is (
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and
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are coprime natural numbers)
Q.
Prove that:
4
1
3
×
[
2
1
3
×
3
1
2
]
÷
9
1
4
=
2
.
Q.
Find the value of:
4
1
3
×
[
2
1
3
×
3
1
2
]
÷
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4
Q.
Using properties of proportional, solve the following equation for
′
x
′
:
x
3
+
3
x
3
x
2
+
1
=
341
91
Q.
Using the properties of proportion, solve the following equation for
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x
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+
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3
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1
=
341
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