Consider the single player game, there are two types of food pellets available: red and blue. Pacman's objective$/$goal is to consume at least one red pellet and one blue pellet to end the game, $($though Pacman may eat more than one of each pellet$).$ Pacman has four directional actions $($up$,$ down, left, ri

$01$

$02$

$03$

$04$

Question No: $04$

Heuristic design for calculation:

$H(n)=$ The smallest Manhattan distance to any remaining pellet

Note for calculation: $H(n)$ for Initial state can be calculated as below:

From Pacman's current position, the distance to the pellet at $(x,Y)$ coordinates $(2,4)=1$

From Pacman's current position, the distance to the pellet at $(x,Y)$ coordinates $(3,3)=1$

From Pacman's current position, the distance to the pellet at $(x,Y)$ coordinates $(3,1)=3$

From Pacman's current position, the distance to the pellet at $(x,Y)$ coordinates $(4,4)=3$

Optionsght$)$ but cannot remain stationary.