Official solution
~ s \[ \vee \] ( ~ r \[ \wedge \] s)
\[ \equiv \] (~s \[ \vee \] ~r) \[ \wedge \] (~s \[ \vee \] s)
\[ \equiv \] ( ~s \[ \vee \] ~r) \[ \wedge \] t
\[ \equiv \] ~s \[ \vee \] ~ r \[ \equiv \] ~ (s \[ \wedge \] r)
\[ \therefore \] Negation of ~s \[ \vee \] (~r \[ \wedge \] s) is s \[ \wedge \] r