In a model, x$1>=0$ and integer, x$2=>0,$ and x$3=0$ or $1($binary$)$

Which solution would not be feasible?

Group of answer choices

x$1=0,$ x$2=8,$ x$3=1$

None

x$1=0,$ x$2=0,$ x$3=0$

x$1=0,$ x$2=5,$ x$3=0\mathrm{.}65$

x$1=5\mathrm{.}5,$ x$2=3,$ x$3=0$