Rozwiąż układ równań dla X+36=2y i Y-36x=2

Rozwiązanie zadanego układu równań metodą podstawiania:

$\begin{cases}x+36=2y \\ y-36x=2 \end{cases}$

$-2y+x=-36y-36x=2 $
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i: Ostateczne rozwiązanie to:

y = 36x + 2

  x - 2•(36x+2) = -36
  -71x = -32
  71x = 32 

  x = 32/71 
  x = 32/71
  y = 36x+2  y = 36(32/71)+2 = 1294/71 
 {x,y} = {32/71,1294/71}