For the constraints given below, which point is in the feasible solution space of this maximization problem? $($c$)$ Rogers

$16x+4y40$

$5x+1y3$

$x,y0$

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A$)x=2,y=5$

B$)x=0,y=3$

C$)x=1,y=8$

D$)x=-1,y=1$

E$)x=4,y=4$