There are three nominal input variables and one outcome variable in this problem. The

input variables are A$,$ B$,$ and C$,$ and the outcome variable is D$.$ The values they can take

on are shown below.

$$ in $\{,\}$ in $\{,\}$ in $\{1,2,3\}$ in $\{,,\}$There are three nominal input variables and one outcome variable in this problem. The

input variables are $A,B,$ and $C,$ and the outcome variable is $D.$ The values they can take are shown below.

Given the following possible logical statement or rule, written in computer pseudocode,

draw a corresponding decision tree:

IF$(($A $=$ red AND C $=1)$ OR $($A $=$ blue AND $($C $=1$ OR C $=2)$ AND B $=$ false$))$

THEN D $=$ high

ELSE IF $(($A $=$ red AND C $=2)$ OR $($A $=$ blue AND C $=3)$ OR $($A $=$ blue AND C $=1$ AND B $=$ true$)$

THEN D $=$ medium

OTHERWISE D $=$ low