234x(~0.00000494422)(x^34^[1/2])=66
234x(x^17)=13348915.4175
x^18=57046.6470833
x=57046.6470833^(1/18)
x=~1.837532406
Solve for x over the real numbers:
0.00115695 x^(1+sqrt(34)) = 66
Divide both sides by 0.00115695:
x^(1+sqrt(34)) = 57046.6
Raise both sides to the power of 1/(1+sqrt(34)):
Answer: |x = 4.96908
+118658 x(1*234)(85)^-2.75*x^sqrt(34)=66
\(x(1*234)(85)^{-2.75}*x^\sqrt{34}=66\\ 234x*(85)^{-2.75}*x^\sqrt{34}=66\\ 234*(85)^{-2.75}*x^{\sqrt{34}+1}=66\\ x^{\sqrt{34}+1}=\frac{66*(85)^{2.75}}{234}\\ x=\left(\frac{66*(85)^{2.75}}{234}\right)^{\frac{1}{1+\sqrt{34}}}\\ x=\left(\frac{66*(85)^{2.75}}{234}\right)^{\frac{1-\sqrt{34}}{1-34}}\\ x=\left(\frac{66*(85)^{2.75}}{234}\right)^{\frac{\sqrt{34}-1}{33}}\\ \)
((66*85^2.75/234)^((sqrt(34)-1)/33) = 4.969083918033439
