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Material Type: Exam; Professor: Choe; Class: ARTIFICIAL INTELLIGNCE; Subject: COMPUTER SCIENCE; University: Texas A&M University; Term: Unknown 1989;
Typology: Exams
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CPSC625-600 Midterm Exam (10/18/2002, Fri)
Last name: , First name: , ID (last 5 digit):
Time: 12:40pm–1:30pm (50 minutes +
) , Total Points: 100
Subject Score
AI General /
Search /
Game Playing /
Propositional Logic /
Total /
You may use the back of the sheet, but please prominently mark on the front in
such a case.
Be as succinct as possible.
Read the questions carefully to see what kind of answer is expected ( explain blah
in terms of ... blah ).
Solve all problems.
Total of 12 pages, including this cover. Before starting, count the pages and see
if you have all twelve.
This is a closed-book, closed-note exam.
1 AI in General (Total: 10 points)
not, what do you think will be the fundamental obstacle? Answer in one short paragraph, i.e. don’t
spend too much time (i.e. anything goes). (5 points)
is one of the causes of the rigidity in many AI approaches. What capability and/or property would
be required of an autonomous agent to build its own representations as it goes on? Don’t spend too
much time (i.e. anything goes). (5 points).
2.2 and Iterative Deepening ( ) search (20 points)
Answer all 6 questions. Note that the 6th question is 5 points worth and the rest are 3 points each.
space, and time complexity)? (3 points)
(3 points)
ficient search. However, this approach has a drawback. What is this drawback and what nature of
contributes to it? (5 points).
3 Game Playing (Total: 25 points)
Solve all four problems.
Fill in the utility function values at each node (the blank squares) in the MIN-MAX tree below, and
mark the path from the root node (initial state) to the goal node with a thick line ( 5 points ).
MAX
MIN
MAX
5 30 35 50 20 15 25 3 10 7 33 18 5 15 0 100 27 43
node. ( 10 points ).
MAX
MIN
MAX
5 30 35 50 20 15 25 3 10 7 33 18 5 15 0 100 27 43
first exploration? Briefly explain in terms of the functions MIN-VALUE and MAX-VALUE. (
points)
pruning a good strategy compared to the regular Min-Max tree approach? Briefly ex-
plain. (5 points)
all your work. (3 points)
(a) q
q
9rts u q v wx
and if the battery power is adequate (BATTERYOK). If both of these conditions are met, then the
robot will always lift the block and its arm will move (MOVESARM).
y ]HzH]$av|{}_~wtZ|H(
y Z$
u }a$axUv
We can think of a situation when we know that the battery is okay but the arm did not move. From
this we can infer that the block it is holding now is not liftable.
In other words, we want to show q|H(
y Z$ is a logical consequence of the facts below:
(1)
y ]HzH]$av|{_}a~
(2) q
}a$ax"v
(3) q
y ]HzH]$av|{_}a~
r q|H(
y Z$
r }a_$axUv
Show that q!H(
y $ is a logical consequence of the above using resolution. Show all your
work. (10 points)