Cookie, a student in AIN$2001$ class, is given $$

$$Each node has exactly one outbound edge

$$

$$C directly affects D

$$

$$B directly affects C

$$

$$Cookie has two alternatives related to the connection of A:

$$

$$A directly affects C

Please draw the first BN structure and obtain corresponding CPTs

explianthe below tally table containing four boolean variables $(0-$ False, $1-$

True$)$: A$,$ B$,$ C$,$ and D$.$ She wants to figure out the structure of the Bayesian Network modeling the given tally

table.

Cookie has eliminated candidate BN structures to two. However, she doesn't know how to obtain the conditional

probability tables $($CPTs$)$ for the candidate structures since she was sick during the week that BNs was discussed

in the class. She has requested your help to obtain the CPTs for two candidate structures.