Exp. = 25 log54 = 52 log54
= 5 log5 42
= 16
If log10{log10[log10(log10N)]} = 0
? log10{log10(log10N)} = 1
? log10(log10N) = 10
? log10N = 1010
? N = 101010
Let log-1/381 = x
? 81 = (-1/3)x
? 34 = (-1/3)x = 3-x
? x = -4
log10xy = z
? xy = 10z
? x = 10z/y
Given Exp. = log1010 + log10100 + log101000 + log1010000 + log10100000
= 1 + 2 + 3 + 4 + 5
= 15
log9 81 - log4 32 = log32 34 - log22 25
= 4/2 - 5/2 = -1/2
Exp. = log10 10-6 = -6
Exp. = log10 10-5 = -5
log6 log515625 = log6 log5(5)6
= log66(log55) = 1
? log104x = -1/4
? x = (104)-1/4
= 1/10
? logx(16/25) = -1/2
? 16/25 = (x)-1/2 = 1/x1/2
? x = 625/256
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