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Byju's Answer
Standard XII
Mathematics
Greatest Integer Function
log2 log2 log...
Question
l
o
g
2
l
o
g
2
l
o
g
4
256
+
2
l
o
g
√
2
2
Open in App
Solution
log
2
log
2
log
4
256
+
2
log
√
2
2
=
log
2
log
2
log
4
4
4
+
2
log
√
2
(
√
2
)
2
=
4
log
2
log
2
+
4
=
4
(
log
2
log
2
+
1
)
=
4
(
(
log
2
)
2
+
1
)
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0
Similar questions
Q.
The value of
log
2
log
2
log
4
256
+
2
log
√
2
2
is equal to
Q.
If
A
=
log
2
log
2
log
4
256
+
2
log
√
2
2
, then
A
is equal to
Q.
If
A
=
l
o
g
2
l
o
g
2
l
o
g
4
256
+
2
l
o
g
√
2
2
,
then A is equal to
Q.
If
A
=
l
o
g
2
l
o
g
2
l
o
g
4
256
+
2
l
o
g
√
2
2
,
then A is equal to
Q.
Solve the following inequality:
log
2
x
2
+
log
√
2
(
x
−
1
)
<
log
√
2
log
√
2
2
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Standard XII Mathematics
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