Question

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

• A. 0

Answer 1

The correct option is A 0
Given, $\pi x+y=9$
a) Put $x=0$, we have
$\pi \left(0\right)+y=9\Rightarrow y=9$
b) Put $y=0$, we have
$\pi x+0=9\Rightarrow \pi x=9\Rightarrow x=\frac{9}{\pi }$
c) Put $x=1$, we have
$\pi x+y=9\Rightarrow \pi \left(1\right)+y=9\Rightarrow y=9-\pi$
d) Put $x=2$, we have
$\pi x+y=9\Rightarrow \pi \left(2\right)+y=9\Rightarrow y=9-2\pi$
Hence, the four solutions of the given equations are: $(0,9),(\frac{9}{\pi },0),(1,9-\pi ),(2,9-2\pi )$.