mbona amekosea? Mathematically logx not= (x-2)log2 b'se x-2 is an xponent. U cant equate logx and (x-2)log2. Labda ingekuwa logx=log2^(x-2). I'll b back later. Ngoja nkwapime wanafunz wangu.
hv anayesema chora graph ndio utapata jibu lasivyo hakuna jibu lingine.Mmh nadhani uwezo wake wa hesabu bado ni wakukariri tu ....
Mfano:Unaweza kwenda Dar kutoka Arusha kwa kutumia njia zifuatazo:Nchu kavu(Miguu,baiskel,gari n.k) au anga(Ndege,ungo n.k)
2^x=4x apply log each side log2^x=log4x xlog2=log4+logx xlog2=2log2+logx xlog2-2log2=logx log2(x-2)=logx dividing by log2(x-2) throughout the eqn we obtain 1=logx/log2(x-2) this can also be writen as logxbase2(x-2)=1, into exponential form it will be 2(x-2)^1=x 2(x-2)=x 2x-4=x x=4 ok!