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14logax+19/logax^2+4<1 inequation

A inequation with variable

The solution

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                  19           
14*log(a*x) + --------- + 4 < 1
                 2             
              log (a*x)        
$$\left(14 \log{\left(a x \right)} + \frac{19}{\log{\left(a x \right)}^{2}}\right) + 4 < 1$$
14*log(a*x) + 19/log(a*x)^2 + 4 < 1