How to post a question?A$.$ Considering the four states that can be reached from the start state with a single action $($up$,$

down, left, or right$),$ only the state reached with the $"$up$"$ action is not expanded in the WA$*$ search

when $w=10.$

B$.$ Using WA$*$ with $w=2,$ the inflated f$-$value of the state in position $(1,1)$ is the same as the one

in position $(0,4)$

C$.$ Considering the four states that can be reached from the start state with a single action $($up$,$

down, left, or right$),$ WA ${?}^{***}$ with $w=2,$ only the states to the left and right of the start state are

expanded.

D$.$ Using $W^{**}$ with $w=10,$ the state above the state in position $(1,1)$ is not expanded.

E$.$

Applying $W^{**}$ with $w=3,$ the number of gray cells are different from the number of gray cells

cross out

when using $A^{***}($assuming the execution shown in the image above$).$A$.$ Considering the four states that can be reached from the start state with a single action $($up$,$

down, left, or right$),$ only the state reached with the $"$up$"$ action is not expanded in the WA$*$ search

when $w=10.$

B$.$ Using WA$*$ with $w=2,$ the inflated f$-$value of the state in position $(1,1)$ is the same as the one

in position $(0,4)$

C$.$ Considering the four states that can be reached from the start state with a single action $($up$,$

down, left, or right$),$ WA ${?}^{***}$ with $w=2,$ only the states to the left and right of the start state are

expanded.

D$.$ Using $W^{**}$ with $w=10,$ the state above the state in position $(1,1)$ is not expanded.

E$.$

Applying $W^{**}$ with $w=3,$ the number of gray cells are different from the number of gray cells

cross out

when using $A^{***}($assuming the execution shown in the image above$).$