Logarithm question
Find x log10 3+ log10(4x +1)=log10(x+1) +1
Find the value of x which satisfies the relation: log103+log104x+1=log10x+1+1
Simplify 1/ logxy(xyz)+ 1/logyz(xyz)+1/ logzx(xyz)
Find x if log10(x+1)+log10(x−1)=log1011+2log103