The inverse of the proposition $(\mathrm{p}\wedge ~\mathrm{q})\to \mathrm{r}$ is

• A

  $~\mathrm{r}\to (~\mathrm{p}\vee \mathrm{q})$

• B

  $\mathrm{r}\to \mathrm{p}\wedge ~\mathrm{q})$

• C

  $(~\mathrm{p}\vee \mathrm{q})\to \sim \mathrm{r}$

• D

  None of these