If loga[1 + logb {1 + logc x}] = 0, then x =
1
0
abc
a/bc
The logarithmic form of 95/2 = 243 is
log2 9 = 243
log9 243 = 5/2
log5 2 = 243
None of these
If loga √2 = 1/6, then a
6
4
2
8
log3(1 + 1/3) + log3 (1 + 1/4) + ......log3 (1 + 1/80) =
3
Exponential form of log6 216 = 3 is
36 = 216
63 = 216
318 = 216
618 = 216
The value of logx x + logx x3 + logxx5 +..... logx x2n-1 is
n
n/2
n2
n3
The logarithm of 5832 to the base 3√2 is
5
18
7
The logarithmic form of 45 = 1024 is
log4 1024 = 5
log5 1024 = 4
log2 1024 = 200
log2 40 - log25 =
