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Byju's Answer
Standard XII
Mathematics
Algebra of Derivatives
Given log x...
Question
Given
log
x
=
m
+
n
and
log
y
=
m
−
n
, express the value of
log
10
x
y
2
in terms of
m
and
n
.
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Solution
Given
log
x
=
m
+
n
,
log
y
=
m
−
n
log
10
x
y
2
=
log
10
+
log
x
−
2
log
y
=
log
10
+
m
+
n
−
2
(
m
−
n
)
=
log
10
+
3
n
−
m
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2
Similar questions
Q.
If
log
x
=
m
+
n
and
log
y
=
m
−
n
, then value of
log
10
x
y
2
in terms of
m
and
n
is
Q.
If
log
x
=
2
m
−
3
n
and
log
y
=
3
n
−
2
m
, then the value of
log
(
x
3
÷
y
2
)
in terms of
m
and
n
is
Q.
If
log
x
l
+
m
−
2
n
=
log
y
m
+
n
−
2
l
=
log
z
n
+
l
−
2
m
, then find
x
2
y
2
z
2
.
Q.
If
log
x
l
+
m
−
2
n
=
log
y
m
+
n
−
2
l
=
log
z
n
+
l
−
2
m
, then the value of
x
2
y
2
z
2
will be
Q.
If
log
x
l
+
m
−
2
n
=
log
y
m
+
n
−
2
l
=
log
x
n
+
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−
2
m
, then
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y
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