A person at a carnival tosses rings at a target exactly $3$ times. Let H denote a hit and M denote a miss. Define the event A as "the person hits the target at least one time."

What are the possible outcomes for this event?

$\{$H$,$ HH$,$ HHH$\}$

$\{$H$,$ MH$,$ MMH$\}$

$\{$HHH$,$ HHM$,$ HMH$,$ HMM, MHH$,$ MHM$,$ MMH$\}$

$\{$HHH$,$ HHM$,$ HMH$,$ HMM, MHH$,$ MHM$,$ MMH$,$ MMM$\}$

$\{$HMM$,$ MHM$,$ MMH$\}$