Hoofdstuk 9

• $^glog(x)=$$y$


  $g^y=$$x$
• $^glog(a) +$$^glog(b)$


  $^glog(ab)$
• $^glog(a) - ^glog(b)$


  $^glog(a/b)$
• $n*$$^glog(a)$


  $^glog(a^n)$
• $^glog(a) -> ^plog(a)$


  $^plog(a)/^plog(g)$
• $^1/glog(x)$


  $-^glog(x)$
• $e^p*$$e^a$


  $e^p+$$a$
• $e^1/q$


  $^qV-e$
• $ln(a)$


  $^elog(a)$
• $eln(a)$


  $a$
• $f(x) =$$a^x$


  $F(x)=$$a^x*$$ln(a)$
• f(x) = ln(x)


  F(x)=1/x
• f(x) = $^glog(x)$


  F(x)=$1/xln(g)$