WisFaq!

Re: Logaritmische vergelijking

Sorry maar ik begrijp niet wat je bedoelt.
10^((log(x))(log(3x)).10^((log(2x)(log(2x))=10^((log(5))
Kan je het even uitwerken ?
10^((log(x)(log(3x)=??
10^((log(2x)(log(2x))=10^((log²(2x)
Alvast bedankt.

orestis
26-11-2007

Antwoord

10^((log(x))(log(3x)).10^((log(2x)(log(2x))=10^((log(5))
10^((log(x))(log(3x)+(log(2x)(log(2x))=10^((log(5))
log(x)(log(3x)+(log(2x)(log(2x)=(log(5)
etc.

os
26-11-2007