en ongelijkheden
10
loga 2 = 011
loga 5 = 0,512
1 + ln x = 013
x.log2 3 = log 3 14
log5 log4 log3 x = 0 
20
log (3 + x) = log 3 + log x 21
ln² x = ln x²22
log(x+2)+log(2x-3) = log1523
log x = sin x [0,2π] 24
log4(log4(log4 x)) = 025
log2 ( logx 81 ) = 226
2log2 (x³ + 4x + 1) = 8x + 127
log4 x = −x28
log.(vergel.)_129
log.(vergel.)_230
xlog x = 10031
vgl. logx 5 = log5 x32
loga 2 = 0,25 ⇒ a = ?33
(log2 x)²−4.log2x + 3 = 034
exp. en log. functies35
e2x − 4ex +3 = 036
\( e^{\sqrt{1-x}} = 2 \)37
(log3 x)² – 3 log3 x + 2 = 0 40
xlog x⁴ = x841
log (x − 2) = 2x − x² + 3 42
\(\log ^3 x = \log\:x^9 \)43
44
\(\sqrt {x^{\log {\sqrt x}}} = 10\)45
logx (x² + 5x − 3)² = 446
log x = sin x [5, 10] 47
log3 (x+7) = log9 (x−4)² fs
logx 2 = log2 x fs
logsin x cos x + logcos x sin x = 2 -----ongelijkheden-------------
50
log x < 051
ln x > log x52
0<n<m<1⇒lognm?logmn 53
drie juiste uitspraken ?54
log0,4 x < 155
logx 0,4 > 056
\( \log_2 \: (x\!-\!2) - \log_2 3 < 0 \)