herkennen van exp.vgl. 11
exponentiële vgl. ?12
loga 2 = 013
loga 5 = 0,514
1 + ln x = 015
x.log2 3 = log 316
log x < 020
log4 x = −x21
log.(vergel.)_122
log.(vergel.)_223
e2x − 4ex +3=024
xlog x = 10025
logx 5 = log5 x26
loga 2 = 0,25 ⇒ a = ?27
(log2 x)² − 4.log2x + 3 = 028
exp. en log. functies29
\(e^{\sqrt{1-x}}=2\)30
log4(log4(log4 x)) = 031
log2( logx81 )=232
ln x > log x33
\(20^{\frac 1x} = 10 \)34
\(\sqrt[3]{4} = 8^x\)35
\(0,1^{\frac 3x}=100^4 \)36
16x − 7.4x = 837
2x − 1 + 21 − x = 2,538
\(\small(\sqrt 2)^x\cdot(\sqrt 8)^x = \sqrt 4\)39
\(\small\left (\frac{9}{25}\right )^{x^2+2x-11}\! \cdot \left ( \frac 53 \right )^x=\left ( \frac 53 \right )^8\)40
e3x − 1 ≥ 041
0<n<m<1⇒lognm?logmn 
42
drie juiste uitspraken ?43
log3 (2x+1) + log3 (x–1) = 2 
50
4x − 5.2x + 3 = 051
logx (x² + 5x − 3)² = 452
\(\small 9^{\log_3\,x}=2-2x \)53
log3(x+7) = log9(x−4)² 54
\(\frac{{\log}_2\:{x}}{{\log}_2\:{2x}-{\log}_8\:{2}}=3\) 55
25 . 0,008x = 0,22x -156
2x+1 + 2x+2 + ... = 5x+1 + ...57
5x+3 + 5x+4 = 2x+4 + 2x+557
22x+1 + 3.2² = 2x+3 + 3.2x59
\(\log_{0,4}\,x < 1\)60
\(\log_x \,0,4 > 0 \)61
\(\log_2\,(x-2) − \log_23 < 0 \)62
2x − 2-x = 9 ⇒ 4x + 4-x = ?63
x2x−2 ≥ x64
\(\small\left(\frac 49\right )^{x} \left ( \frac 32 \right )^x> \left ( \frac 23 \right )^6.\left ( \frac 23 \right )^{-2x}\)