definitielog 0,1log 20log miljardstelog 5
log 50log 0,02log 12= 0 ?log 0,001log 0,05log 0,0005log 7log 40log 0,6log 4,5log 0,2log 1/50log x − log ylogaritme nWlog(logx)=1log 1024 = ? (log x) / 2log 8 / log 2log 2 + 2 log 3log a + 2 log brekenregels\( \log \frac ab - \log \frac cd \)\(\log \sqrt {ab}\)\(\scriptsize \log \frac {xy}{10} + \log x - \log y^x \)\(\;\log \frac {\sqrt {ab}} {c} \)\( \log \frac ab \) en \(\log \frac {a^2}{b^2} \)log 4ab²log (9+x) = log 9 + log xlog 25 + log 4π + √2 + √3 + log 2102x=8 ⇔ x=?5x = 10 ⇒ x = ?log 32 / log 16log 64 / log 32log quotiënt1log quotiënt2som logaritmen1som logaritmen2104x = 16log 6 → log 600correct bewijs ?\(\frac{\frac{\log 1000}{\log 100}}{\frac{\log 10}{\log 10000}}=\)log. vergelijking 1log. vergelijking 2\(\log \frac {1} {\sqrt {xy^2}}\)\(\log \frac {1} {\sqrt a}\)\(\log \frac {1} {a^2} \)\(-\log\frac {\sqrt 2} {2} \)log x log 3F\(\log\frac 15\)\(\frac {\log 8^4} {\log 4^8} \)a.b = 1 ⇒...log (a+b)decibel_1decibel_2\(\frac{\log\: a^2}{\log\, \sqrt a} \)\(\mathbf{100^{\,\log \sqrt{10}}} \)4 vergelijkingen 14 vergelijkingen 2logaritme Ctlog (x + 30) + log x = 3\(\frac 1n.\log \frac 12\)
log 27 ^ log 6log xy +...= 10 ⇒ log xyz =log (log x²)log x = | log x |log a = 2 ⇒ \(\log \frac {1} {a^3}=? \)5.log x − log 288 = 3.log 
# cijfers# cijfers 2000⁹⁹[ log n ]−1 < log x < +1vergelijkendomein log( log( log x))logaritme Zrlog (4x + 2) bestaatxlog x⁴ = x8grafiek verschuiven 6666vreemde eend i.d. bijtstofzuigers dBy = cosx y = log xlog 3322log 2233
= − 1, logb 9 =