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- Which of the following graphs does has an Eulerian cycle? B A E ESimulate the node expansion from start state (A) to reach goal state (L) by using : a. Greedy algorithm b. A* algorithm 23 27 A E 30 17 L 15 13 23 13G K 19 17 17 F Given information below : h(A) h(B) h(C) h(D) h(E) h(F) h(G) h(H) h(1) h(J) h(K) h(L) 100 68 90 87 27 50 73 25 19 5 00a b c b s e f t w e f g r t y u write jave code
- Simplify the following expressions: 8. A. (A + B) 9. T U V+ X.Y+Y 10. (B E + C + F). C 11. A B + A C+B A₁Consider the game tree in the following figure, where the letter next to the node is the name and the number below the node is the minmax value. Cross out the node(s) whose exact value(s) the alpha-beta pruning method never determines, assuming that the right child is added to the frontier first and the left child is expanded or returns utility (if terminal node) first. Select all nodes with the node names that will be crossed out by the above pruning. MIN ▼ M МАX 11 MIN МАХ АН A G A F A E 13 7 V B ▼ A 14 9. 12Write a program that computes factorial for a desired number repeatedly until -1 is entered.Expected input and outputPlease enter a positive number for factorial calculation (-1 to end) :4factorial for 4 is 24Please enter a positive number for factorial calculation (-1 to end) :6factorial for 6 is 720Please enter a positive number for factorial calculation (-1 to end) :8factorial for 8 is 40320Please enter number for factorial calculation (-1 to end) :-1Submit 1 run of your program. It should have at least 5 inputs. The first three input as shown above and two other the inputs of your choice.Your program should work for any input. Do not add any logic in your code to limit the input. However for the run, try to limit your input between 1 and 15 just to keep the output simple.
- Apply De Morgan's rule to simplify the following expression: F = ((X' + Y' + Z') + (X'Y'Z')')' I. (X'+Y'+Z'+X+Y+Z)' II. 1 III. O IV. 3 V. X'Y'Z' O I, III OI, IV 01 OIV OVARGUMENT TWO Valid ☐ Invalid ☐ Some X is Z Some Y is not Z ∴ Some Y is X ARGUMENT THREE Valid ☐ Invalid ☐ All C is G All C is L ∴ All L is G ARGUMENT FOUR Valid ☐ Invalid ☐ No Z is L All O is L ∴ No O is a Z ARGUMENT FIVE Valid ☐ ï Invalid ☐ No B is A Some R is not B ∴ Some R is not A ARGUMENT SIX Valid ☐ ï Invalid ☐ All F is M Some S is M ∴ Some S is FQuestion 2. Prove that the set of states expanded by algorithm A" is a subset of those examined by breadth-first search. Question 3. Prove that more informed heuristics develop the same or less of the search space. Question 4. Perform minimax on the tree attached. Question 5. Perform a left-to-right alpha-beta prune on the tree attached. Perform a right-to-left prune on the same tree. Discuss why a different pruning occurs.
- Write an algorithm to Read the value of x and y Calculate the formula: z = 2x3 +20y+30y Print the value of z. Note: a) Assume 0 is t b) Use 3.14/180 for calculating sin(0) Sample Output: Enter the value of x: 2 Enter the value of y: 3 The value of z is: 146Sequences of Operations Find the number of operations performed in the pseudocode below. y x + x + x z + y + y + y + 2 q + x + x+y+zFor the pseudo-code program below and its auxiliary function: X= 3 y 100 + sqr(x)) = print y define sqr(x) a=x*x return a The output of the print statement will be: O 100 03 O 103 109 09
