Using SoTver, which constraints should be used if you have a capital investment budget of $$2,500,000,$ projects A and $B$ are mutually exclusive, and project $D$ must be accepted?

$\backslash$table$[[,$A$,8,$C$,0],[1,$Prolect,Cost,NPV$,$Include$],[2,$A$,628200,\frac{?}{\text{b}\text{a}\text{r}}(72,658),1],[3,8,352\mathrm{.}100,36,418,1],[4,$C$,1\mathrm{.}245\mathrm{.}600,212,150,1],[5,0,814300,70\mathrm{.}925,1],[6,\frac{?}{\text{b}\text{a}\text{r}}($ Total $),=$ SUM$($E$2$ B$5\text{'}$S$0$S$2$ S$055),$ Sos$5),=$SUM$($D$2$D$5)],[7,$Constraint $1,2500\mathrm{.}000,,],[8,$Constraint $2,$SUUM$($D$2$ D$3),,],[9,$Constreint $3,=05,,]]$

$D2$:$D5=$ binary: $B6B7$;$B81$; and $B9=1$

$B2$:$B5=$ binary: $B6B7$; and $B8=1$

$C2$:$C5=$ binary; $B6B7$;$D6=1$; and $D5=0$

$A2$:$A5=$ binary and $B6B7$

$D2$:$D5=$binary:$B6B7$;$B8=2$; and $D5=0$