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Byju's Answer
Standard XII
Mathematics
Integration of Trigonometric Functions
Find out the ...
Question
Find out the value of
log
√
p
√
q
×
log
√
q
√
r
×
log
√
r
√
p
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Solution
[
U
s
i
n
g
log
a
b
=
log
b
log
a
]
=
log
√
q
log
√
p
×
log
√
r
log
√
q
×
log
√
p
log
√
r
=
1
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0
Similar questions
Q.
If
log
p
q
+
log
q
r
+
log
r
p
vanishes, where
p
,
q
and
r
are positive reals different than unity, then the value of
(
log
p
q
)
3
+
(
log
q
r
)
3
+
(
log
r
p
)
3
is
Q.
The value of
[
1
log
(
p
/
q
)
x
+
1
log
(
q
/
r
)
x
+
1
log
(
r
/
p
)
x
]
Q.
Let
log
10
p
=
0.030
,
log
10
q
=
−
2.48
and
log
10
r
=
−
0.45
, then the sum of mantissas of
p
,
q
and
r
is
Q.
If x, y , z be respectively the pth, qth and rth terms of G .P., then
(
q
−
r
)
log
x
+
(
r
−
p
)
log
y
+
(
p
−
q
)
log
z
=
Q.
If
p
=
l
o
g
20
and
q
=
l
o
g
25
, find the value of
x
, if
2
l
o
g
(
x
+
1
)
=
2
p
−
q
.
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