In the minimizing and maximizing nodes below, fill in the values in all internal nodes represented by triangles by applying minimax algorithm. Please note that blue triangle $($facing upwards at levels $1$ and $3)$ is your maximizer and the orange triangle $($facing downwards at level $2)$ is your minimizer.

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QUESTION $1$C $1\%$

Now assume the standard left$-$to$-$right tree traversal, cross off any nodes that will not be evaluated when alpha$-$beta pruning:

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QUESTION $1$D $0\mathrm{.}5\%$

Fill in the values in all the internal nodes including the chance nodes.

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QUESTION $1$E $0\mathrm{.}5\%$

What is the value of the game for the maximizer node in $1$D$?$ In the minimizing and maximizing nodes below, fill in the values in all internal nodes represented by triangles by applying minimax algorithm. Please note that blue triangle $($facing upwards at levels $1$ and $3)$ is your maximizer and the orange triangle $($facing downwards at level $2)$ is your minimizer. Now assume the standard left$-$to$-$right tree traversal, cross off any nodes that will not be evaluated when alpha$-$beta pruning: Fill in the values in all the internal nodes including the chance nodes.

QUESTION $1$E $-0\mathrm{.}5\backslash \%$

What is the value of the game for the maximizer node in $1$D$?$