a) logx=log3+log2+log4 b) logx=2log4+log2 c) logx=log20-log5 d) logx=2log6 oblicz x?

[latex] a)logx=log3+log2+log4 \ \ logx=log3*2*4 \ \ logx=log24 \ \ x=24\ \ b)logx=2log4+log2 \ \ logx=log4^{2}+log2 \ \ logx=log16+log2 \ \ logx=log16*2 \ \ logx=log32 \ \ x=32 \ \c)logx=log20-log5 \ \ logx=log20:5 \ \ logx=log4 \ \ x=4 \ \ d))logx=2log6\ \ logx=log6^{2} \ \ logx=log36 \ \ x=36[/latex] [latex]log_{a}x+log_{a}y=log_{a}x*y \ \ log_{a}x-log_{a}y=log_{a}x:y \ \ mlog_{a}x=log_{a}x^{m}[/latex]