Solve {l}{y=2.368x^2}{yx=sqrt{3.18x}}

$$\left\{ \begin{array} { l } { y = 2.368 x ^ { 2 } } \\ { y x = \sqrt { 3.18 x } } \end{array} \right.$$

Solve for y, x (complex solution)

$$x=0\text{, }y=0$$

$$x=\frac{5476^{0.8}\sqrt[5]{99375}}{10952}\approx 0.892755932\text{, }y=\frac{5476^{0.6}\times 99375^{0.4}}{9250}\approx 1.887327151$$

$$x=\frac{5476^{0.8}\sqrt[5]{99375}e^{\frac{i\times 4\pi }{5}}}{10952}\approx -0.722254721+0.524748771i\text{, }y=\frac{5476^{0.6}\times 99375^{0.4}e^{\frac{i\times 8\pi }{5}}}{9250}\approx 0.583216163-1.794954785i$$

$$x=\frac{5476^{0.8}\sqrt[5]{99375}e^{\frac{i\times 8\pi }{5}}}{10952}\approx 0.275876755-0.849061347i\text{, }y=\frac{5476^{0.6}\times 99375^{0.4}e^{\frac{i\times 6\pi }{5}}}{9250}\approx -1.526879739-1.109343065i$$

Solve for y, x

$$x=0\text{, }y=0$$

$$x=\frac{5476^{0.8}\sqrt[5]{99375}}{10952}\approx 0.892755932\text{, }y=\frac{5476^{0.6}\times 99375^{0.4}}{9250}\approx 1.887327151$$