Write four solutions for equations : $\pi x+y=9$

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 When $x=0$,              $\pi(0)+y=9$                 $\Rightarrow y=9-0$

$\Rightarrow $              $y=9$                        $\therefore$ Solution is $(0,\,9)$.

When $x=1$,               $\pi(1)+y=9$                 $\Rightarrow y=9-\pi $

 $\therefore$ Solution is $\{1,(9-\pi)\}$.

When $x=2$,              $\pi (2)+y=9$                  $\Rightarrow y=9-2\pi $

$\therefore$ Solution is $\{2,(9-2\pi)\}$.

When $x=-\,1,\, \pi(-1)+y=9$                               $\Rightarrow-\pi+y=9$

$\Rightarrow $              $y=9+\pi$                   $\therefore$ Solution is $\{-1,(9+\pi)\}$.

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