Consider the game tree to the left. Assume $\backslash$alpha $=\backslash$infty and $\backslash$beta $=\backslash$infty at the root. $(1)$

Which of the cuts is$/$are possible? $(2)$ Explain why. $($note: W$=$ Y $[$in case of cut$],$

or W $=$ min$($Y$,$Z$),$ otherwise$).$ Hint: Use the algorithm. Check if cut comparison is

X

between finite values or not. X$,$Y$,$Z$,$W$,$A$,$B are all finite values.