Question $2$: $(10$ Marks$)$

Let V $=\{0,1\}$ be the set of intensity values used to define adjacency. Find out the shortest path between pixel p and q using each of the concepts: $4-$adjacency, $8-$adjacency, and m$-$adjacency in the following image and show it either by drawing it or writing the steps $($e$.$g$.,$ move right, move up$,...).$ If a particular path does not exist between these two points, explain why. $(10$ Marks$)$

$3021($q$)$

$2002$

$1311$

$($p$)1012$How to post a question?Question $2$: $(10$ Marks$)$

Let $V=\{0,1\}$ be the set of intensity values used to define adjacency. Find out the shortest path

between pixel $p$ and $q$ using each of the concepts: $4-$adjacency, $8-$adjacency, and m$-$adjacency in

the following image and show it either by drawing it or writing the steps $($e$.$g$.,$ move right, move up$,$

$...).$ If a particular path does not exist between these two points, explain why. $(10$ Marks$)$