[Updated] Sequential Circuit Given a circuit consisting of one primary input, m, and one primary output, n. It incorporates two D flip-flops with inputs D2 and D0, along with corresponding flip-flop outputs Q2 and Q0. Additionally, there is a T flip-flop with input T1 and output Q1. The circuit is interconnected according to the following equations: D2 = m’Q2Q1 + mQ2’Q1 + m’Q2’Q1’Q0’ T1 = Q1’Q0‘ + mQ1’ + mQ2’Q0’ + m’Q2’Q0 + m’Q2Q1 D0 = m’Q2’ + m’Q1’Q0’ + m’Q1Q0 + mQ2Q1Q0’ n = Q2Q0 + mQ1’ + m’Q2’Q0’ Give its corresponding state table (see table format in the image) and draw its state diagram (check state encoding from the table below (Q2Q1Q0)). A B C D E F G H 000 001 010 011 100 101 110 111
[Updated] Sequential Circuit Given a circuit consisting of one primary input, m, and one primary output, n. It incorporates two D flip-flops with inputs D2 and D0, along with corresponding flip-flop outputs Q2 and Q0. Additionally, there is a T flip-flop with input T1 and output Q1. The circuit is interconnected according to the following equations: D2 = m’Q2Q1 + mQ2’Q1 + m’Q2’Q1’Q0’ T1 = Q1’Q0‘ + mQ1’ + mQ2’Q0’ + m’Q2’Q0 + m’Q2Q1 D0 = m’Q2’ + m’Q1’Q0’ + m’Q1Q0 + mQ2Q1Q0’ n = Q2Q0 + mQ1’ + m’Q2’Q0’ Give its corresponding state table (see table format in the image) and draw its state diagram (check state encoding from the table below (Q2Q1Q0)). A B C D E F G H 000 001 010 011 100 101 110 111
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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[Updated] Sequential Circuit
Given a circuit consisting of one primary input, m, and one primary output, n. It incorporates two D flip-flops with inputs D2 and D0, along with corresponding flip-flop outputs Q2 and Q0. Additionally, there is a T flip-flop with input T1 and output Q1. The circuit is interconnected according to the following equations:
- D2 = m’Q2Q1 + mQ2’Q1 + m’Q2’Q1’Q0’
- T1 = Q1’Q0‘ + mQ1’ + mQ2’Q0’ + m’Q2’Q0 + m’Q2Q1
- D0 = m’Q2’ + m’Q1’Q0’ + m’Q1Q0 + mQ2Q1Q0’
- n = Q2Q0 + mQ1’ + m’Q2’Q0’
Give its corresponding state table (see table format in the image) and draw its state diagram (check state encoding from the table below (Q2Q1Q0)).
A | B | C | D | E | F | G | H |
000 | 001 | 010 | 011 | 100 | 101 | 110 | 111 |
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