Let p,q,r be three statements such that the truth value of$(\mathrm{p}\wedge \mathrm{q})\to (-\mathrm{q}\vee \mathrm{r})$is F. Then the truth values of p,q,r are respectively

$(p\wedge q)\to (~q\vee r)=\text{ false }$

$\mathrm{p}\wedge \mathrm{q} \mathrm{istrue}, ~\mathrm{q}\vee \mathrm{r} \mathrm{isfalse}$

$\text{ So }(p\wedge q)=T\text{ is possible when }p=q=\text{ true }$

$\therefore ~q=\text{ False }(q=\text{ true })$

$(~q\vee r)=\text{ False is possible if }r\text{ is false hence }p=T,q=T\text{, }r=F$