Solution E is correct answer I.e., line A and D are correct
For state S0, next state is S3 for input X = 0 and output Z2Z1=00, next state is S1 for input X=1 and output Z2Z1=00
For state S3, next state is S3 for input X=0 and output Z2Z1=00,. next state is S4 for input X=1 and output Z2Z1=00
Therefore, line A and D are correct
Hope you got the answer
Thank you
Consider the following state diagram, which items on the state table is correct for the switch...
Consider the following state diagram, which items on the state table is correct for the switch between states and output values. (Fig. 31) So S1 YO S Sz %0 Ss S2 S4 0 So Next state Z2Z1 Current state A. B. C. D. S4 S5 S6 S7 X=0 54 S5 S5 S5 X=1 X=0 S1 01 S6 00 S7 01 S4 10 Fig. 31 X=1 10 00 00 00 A. Line A on the table OB Line B on the...
3. Use the partitioning method from Chapter 6 to find a reduced state table. Assume each possible value for the don't care entries. Which values yield the minimum number of states? For each value, you must show the final state partition. For the value with the fewest number of states, provide the reduced state table. Next State Present State 00 01 10 11 Output S0 80 81 S1 S2 S1 S2 S2 S3 S2 S3 S3 S4 0 S2 S3...
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82 S3I S2 83 83 S0 so S1 84 855 S6 85 6 6 87 86 7 S7 So0 S4 S6
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82...
(10%) Draw the State Table using the above table. Is this a
Mealy or Moore Model design?
(15%) Design a Sequential FSM machine for it, using at least 1
JK type flip flop.
(5%) Draw the Circuit diagram.
Consider the following state diagram, where states are so = 00, S1 = 01, S2 = 10 , S3 =11 1/1 Reset 1/0 1/0 0/0 C S3 1/01 0/0
2. Use the following table to answer a-d. The payoffs are in COSTS. Decision\ State of Nature S1 S2 S3 S4 A1 10 35 25 15 A2 10 15 45 10 A3 15 0 65 35 A4 30 30 10 30 Using different criteria identify, what is the best alternative and associated payoff? a. Optimistic criterion: Decision:________ b. Pessimistic criterion ______________________________ Decision:________
1. Use the following table to answer a-d. The payoffs are in BENEFITS. a. In a situation of uncertainty, what is the best alternative? [Use the expected value criteria to find the associated payoffs for each alternative and choose the best one.] S1 (p=.25) S2 (p= ) S3 (p=.25) S4 (p=.2) A1 30 10 30 30 A2 0 65 35 15 A3 15 45 10 10 A4 35 25 15 10 b. Construct a regret table using the table...
3. (30 pts.) Implement the following ASM Func (X, Y, Z, start, U, done) X[O:7], Y[0:7], input start; .Output U[0:7], done Registers A(0:7], B[0:7], C[0:7); . Si: If start' goto S1; S2: A <= X 11 B <= Y 11 C <= (00000000) 11 done <= 0; S3: A <= Add (A, B) 11 C Inc (C); <= .S4: If A' [7] goto S3; · SS: U <= C 11 done <= 1 11 goto S1; end Func Design a...
2. Use the following table to answer a-d. The payoffs are in COSTS. S1 (p=.3) S2 (p=.2) S3 (p=.2) S4 (p=.3) A1 5 0 10 25 A2 35 65 0 0 A3 20 50 5 35 A4 0 10 15 20 a. In a situation of uncertainty, what is the best alternative? [Use the expected value criteria to find the associated payoffs for each alternative and choose the best one.] b. Construct a regret table using the table above. S1...
• For the realization of the following state table using D-FF, find the input function of A-FF. (Fig. 01) x=1 x=0 x=1 A B AB у 0 0 0 0 x=0 AB 00 11 11 00 0 1 01 10 01 0 1 1 0 1 0 1 1 0 0 10 Fig. 01 DA = f(X,A,B)= 2m (1, 2, 5, 7) LA DA = f(X,A,B)= 2m (0, 1, 4, 7) DB. DA=f(x,A,B)= 2m (1, 3, 4, 6) DA =...
Non-excel solution please. Thank you!
SEMINAR 3: PRACTICE PROBLEMS Consider the following payoff table in which Dl through D4 represent decisions, 1 S1 through S4 represent states of nature, and the values in the cells represent profits. S1 S4 S3 -20 40 100 -50 D1 60 120 30 60 40 D2 30 10 30 40 D3 80 D4 70 -60 The optimal decision under the maximax criterion is: a) DI b) D2 c) D3 d) D4
SEMINAR 3: PRACTICE PROBLEMS...