Solve {l}{4x+3/y=5-1h}{77x-y=0}{i=7h-1y+1x-2}{text{Solvefor}jtext{where}}{j=i}

$$\left. \begin{array} { l } { 4 x + 3 / y = 5 - 1 h }\\ { 77 x - y = 0 }\\ { i = 7 h - 1 y + 1 x - 2 }\\ { \text{Solve for } j \text{ where} } \\ { j = i } \end{array} \right.$$

Solve for x, y, h, j

$$x=\frac{33-i-\sqrt{\frac{10720}{11}-66i}}{208}\approx 0.308824916-0.009886959i\text{, }y=\frac{77\left(33-i-\sqrt{\frac{10720}{11}-66i}\right)}{208}\approx 23.779518558-0.761295823i\text{, }h=\frac{\left(-7469-77i\right)\sqrt{\frac{10720}{11}-66i}+\left(234698-4928i\right)}{2002\left(33-i-\sqrt{\frac{10720}{11}-66i}\right)}\approx 3.63867052+0.035513019i\text{, }j=i$$

$$x=\frac{\sqrt{\frac{10720}{11}-66i}+\left(33-i\right)}{208}\approx 0.008482776+0.000271574i\text{, }y=\frac{77\left(\sqrt{\frac{10720}{11}-66i}+\left(33-i\right)\right)}{208}\approx 0.65317375+0.020911208i\text{, }h=\frac{19\sqrt{\frac{10720}{11}-66i}+\left(731+33i\right)}{364}\approx 0.377812996+0.145805662i\text{, }j=i$$