Question $22$

Given the following initial position for $2$ centroids $(+)$ in $\backslash ($ k $\backslash )-$means. How many elements are separated for each cluster $($left centroid, right centroid$)$ if the metric is Manhattan nietance?

Question $23$

attempts to define an object as the smallest one satisfying certain conditions.

Question $24$

If you use $\backslash ($ A$^\{*\}\backslash )$ to solve this graph viewed as a minimization problem. What cost is choserffor the transition from c$?$ Question $29$

Consider the following map with domain $\backslash (=\backslash \{\backslash )$ blue, red, green $\backslash (\backslash \}\backslash ),$ variables $\backslash (=\backslash \{$G$,$ P$,$ C$,$ S$\backslash \}\backslash ).$

Using degree heuristic, MRV and LCV$.$ What is the assignment order for the variables? The tiebreaker is the order domain $=\backslash \{$blue$,$ red, green $\backslash \},$ variables $\backslash (=\backslash \{($G$,$ P$,$ C$,$ S$\backslash \}\backslash ).$

Question $30$

The game has $2$ mines. If a cell is labeled as the concatenation of the $(\backslash ($ x$,$ y $\backslash ))$ coordinates as a Cartesian plane. What notation represents the state of the board?

Question $31$

A decomposition of a class into categories is called If each object of the class must belong to at least one category.

Question $32$

Which of the following algorithms is used in uninformed search?