$1$ Question $1$

Consider the Markov Reward Process $($MRP$)$ depicted in Figure $1.$ This MRP consists of

a set of states and transitions between these states, with each transition accompanied by a

reward. Assume that the discount factor $$ is set to $1.$ Validate the value function $V(s)$ for

each state $s.$

Figure $1$: Student MRP

You need to find V$($s$)$ validated for EACH state, such that V$(1)$ which is state with V$($s$)$ of $-23,$ it should be V$(1)=$ R$+...=-23$ and such