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3. [20 points Derive the reduced state table for the following state table: Current State Input x...
P5 (20 points): The following Moore FSM state table is incomplete. The clock for this FSM...
P5 (20 points): The following Moore FSM state table is incomplete. The clock for this FSM (FSM 1) has a period of 100 microseconds such that the button for the input X, controlled by the user, cannot be pressed for only one clock cycle. In addition, button X, when pressed, will output X=0. Current Next State Output State X=0 X=1 w A reset) o IB A B 0 D G I: Draw a state diagram for this state table. II:...
Table Q4.1 shows the state transition table for a finite state machine (FSM) with one input...
Table Q4.1 shows the state transition table for a finite state
machine (FSM) with one input x, one output z and eight states.
(a) Copy the table of Table Q4.2 into your examination book and
determine the states and outputs for the input listed, assuming a
start current state of ‘1’. Determine what function the FSM is
performing.
(b) Using the implication chart method, determine the minimal
number of states. Show clearly your analysis.
(c) Draw the reduced state transition...
(20 points) Using any state encodings you want, generate a state table for the following state diagram. Note that there...
(20 points) Using any state encodings you want, generate a state table for the following state diagram. Note that there is one input, X, and there are two outputs, Y and Z. You can come up with whatever names you want for your state variables. And then generate the logic equations for the next state signals (assume D flip-flops for maintaining state) and the output signals, Y and Z 7. A0 A/Y 070 x=1 x=1 x =1 x =0 x...
Problem 3: Derive the state diagram and state table for the clocked sequential circuit given below:...
Problem 3: Derive the state diagram and state table for the clocked sequential circuit given below: X: input Z: output
6. Find the reduced state table for the following FSM. 4 Marks Next State State |...
6. Find the reduced state table for the following FSM. 4 Marks Next State State | x=0 | x = 1 | Output 0 0 0 0
Derive the input equations, state table and state diagram of the following sequential circuit.  
Derive the input equations, state table and state diagram of
the following sequential
circuit.
2 2 Clock
NAND Problem 3 (30 points) Consider the circuit shown alongside. Notice that there is one A input...
NAND Problem 3 (30 points) Consider the circuit shown alongside. Notice that there is one A input x and one output. FULL ADDER XOR (a) [5 points] Determine the B Q Cout Clk flip-flop input equations and xin the output z in terms of the present states A, B and input variable x in other words 4-1 compute T, J, K and z. MUX (b) [10 points] Use the above 1 equations to derive the state- 01 table. Assume the...
a) A synchronous finite state machine (FSM) is described by the state table in Fig. 3. Show how redundant states may...
a) A synchronous finite state machine (FSM) is described by the state table in Fig. 3. Show how redundant states may be found and eliminated to minimise this FSM. [15 marks) b) Derive Boolean equations for the implementation of the reduced FSM. (15 marks] Next state Output Current X1Xo state 00 01 11 10 Z1Zo A A F E C 00 B C B A 01 F A B C 00 G DİACİ 10 Figure 3 Tum over...
a) A...
Derive a state diagram and a state table for a FSM that has an input w...
Derive a state diagram and a state table for a FSM that has an input w and an output z, such that when pulses are applied to w. a. The output z = 0 if the number of previously applied pulses is odd, and b. The output z = 1 if the number of previously applied pulses is even. For example, one desired behavior is as follows w: 010111011100011 z: 110010110100001
P5 (20 points): The following Moore FSM state table is incomplete. The clock for this FSM (FSM 1) has a period of 100 microseconds such that the button for the input X, controlled by the user, cannot be pressed for only one clock cycle. In addition, button X, when pressed, will output X=0. Current Next State Output State X=0 X=1 w A reset) o IB A B 0 D G I: Draw a state diagram for this state table. II:...
Table Q4.1 shows the state transition table for a finite state
machine (FSM) with one input x, one output z and eight states.
(a) Copy the table of Table Q4.2 into your examination book and
determine the states and outputs for the input listed, assuming a
start current state of ‘1’. Determine what function the FSM is
performing.
(b) Using the implication chart method, determine the minimal
number of states. Show clearly your analysis.
(c) Draw the reduced state transition...
(20 points) Using any state encodings you want, generate a state table for the following state diagram. Note that there is one input, X, and there are two outputs, Y and Z. You can come up with whatever names you want for your state variables. And then generate the logic equations for the next state signals (assume D flip-flops for maintaining state) and the output signals, Y and Z 7. A0 A/Y 070 x=1 x=1 x =1 x =0 x...
Problem 3: Derive the state diagram and state table for the clocked sequential circuit given below: X: input Z: output
6. Find the reduced state table for the following FSM. 4 Marks Next State State | x=0 | x = 1 | Output 0 0 0 0
Derive the input equations, state table and state diagram of
the following sequential
circuit.
2 2 Clock
NAND Problem 3 (30 points) Consider the circuit shown alongside. Notice that there is one A input x and one output. FULL ADDER XOR (a) [5 points] Determine the B Q Cout Clk flip-flop input equations and xin the output z in terms of the present states A, B and input variable x in other words 4-1 compute T, J, K and z. MUX (b) [10 points] Use the above 1 equations to derive the state- 01 table. Assume the...
a) A synchronous finite state machine (FSM) is described by the state table in Fig. 3. Show how redundant states may be found and eliminated to minimise this FSM. [15 marks) b) Derive Boolean equations for the implementation of the reduced FSM. (15 marks] Next state Output Current X1Xo state 00 01 11 10 Z1Zo A A F E C 00 B C B A 01 F A B C 00 G DİACİ 10 Figure 3 Tum over...
a) A...
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