[tex]\begin{gathered} GE=GF+FE \\ GE=3x-185 \\ for\text{ GF} \\ GF=HF-HG \\ GF=3x-129-(13x-993) \\ GF=3x-129-13x+993 \\ GF=-10x+864 \\ Now \\ GE=GF+FE \\ GE-GF=FE \\ FE=4 \\ 3x-185-\text{ (}-10x+864\text{)=4} \\ 3x-185+10x-864=4 \\ 13x-1049=4 \\ 13x=4+1049 \\ 13x=1053 \\ x=\frac{1053}{13} \\ x=81 \\ GE=3(81)-185 \\ GE=243-185 \\ GE=58 \\ \text{The value of GE is 58} \end{gathered}[/tex]
