4. In the case of the circuit shown below: Next-state Logic F_ Next state I output input D-MAX МАX EN EN DO EN' Output Logic G clk o SO' D1 s1 Pclk ab Current state Clock signal CLK ĮState Memory Inputs Next state Outputs D1 DO Present (a) Determine the state equation F (next states DO and D1) as a function of current states so and s1 and input EN). state EN MAX s1 so (b) Determine the output equation G (output MAX as a function of current states s0 and s1 and input EN). (c) Given the functions F and G, fill in the transition table opposite.
4. In the case of the circuit shown below: Next-state Logic F_ Next state I output input D-MAX МАX EN EN DO EN' Output Logic G clk o SO' D1 s1 Pclk ab Current state Clock signal CLK ĮState Memory Inputs Next state Outputs D1 DO Present (a) Determine the state equation F (next states DO and D1) as a function of current states so and s1 and input EN). state EN MAX s1 so (b) Determine the output equation G (output MAX as a function of current states s0 and s1 and input EN). (c) Given the functions F and G, fill in the transition table opposite.
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Question
In the case of the circuit shown below:
(a) Determinethestateequation?(nextstates D0 and D1) as a function of current states s0 and s1 and input EN).
(b) Determinetheoutputequation?(output MAX as a function of current states s0 and s1 and input EN).
(c) Given the functions ? and ?, fill in the transition table opposite.

Transcribed Image Text:4. In the case of the circuit shown below:
Next-state Logic F
Next state
I output
МАX
input
EN
EN
DO
EN'
Output Logic G
clk
SO
D1
clk
Current state
Clock signal
CLK
|State Memory
Present
Next state
(a) Determine the state equation F (next states
DO and D1) as a function of current states s0
and s1 and input EN).
Inputs
Outputs
state
EN
D1 DO
MAX
si so
(b) Determine the output equation G (output
MAX as a function of current states s0 and s1
and input EN).
(c) Given the functions F and G, fill in the transition
table opposite.
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