\(6\times\left(y+9845\right)=29042\times6\)
\(y+9845\) \(=29042\times6\div6\)
\(y+9845\) \(=29042\)
\(y\) \(=29042-9845\)
\(y\) \(=19197\)
\(\left(x\div3\right)\times8=8\times3198\)
\(x\div3\) \(=8\times3198\div8\)
\(x\div3\) \(=3198\)
\(x\) \(=3198\times3\)
\(x\) \(=9594\)