A value function $V(s)$ of a given state $s$ is the expected reward $($i$.$e the expectation of the utility function$)$ if the agent acts optimally starting at state $s.$ In the given MDP$,$ since the action outcome is deterministic, the expected reward simply equals the utility function.

Which of the following should hold true for a good value function $V(s)$ under the reward structure in the given MDP$?$

Note: You may want to watch the video on the next page before submitting this question.

$q,V(s_s)$

$x$

You have used $1of2$ attempts

Save

$q,$

$x$ Incorrect $(\frac{0}{1}$ point$)V(s_3)$

$V(s_s)$

$x$

You have used $1of2$ attempts

Save

$q,$

$x$ Incorrect $(\frac{0}{1}$ point$)$