-ln(3)/2ln(3)-ln(4)=x

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Solution for -ln(3)/2ln(3)-ln(4)=x equation: 


x in (-oo:+oo)

(-ln(3)/2)*ln(3)-ln(4) = x // - x

(-ln(3)/2)*ln(3)-x-ln(4) = 0

(-(ln(3))^2)/2-x-ln(4) = 0 // - (-(ln(3))^2)/2-ln(4)

-x = -((-(ln(3))^2)/2-ln(4)) // * -1

x = (-(ln(3))^2)/2-ln(4)

x = (-(ln(3))^2)/2-ln(4)

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