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11.15 The following circuit is intended to be a gated latch circuit where the signal G is the gate. (a) Derive the next-state equation for this circuit using Q as the state variable and P as an output. (b) Construct the state table and output table for the circuit. Circle the stable states of the circuit. (c) Are there any restrictions on the allowable input combinations on M and N? Explain your answer. (d) Is the output Pusable as the complement of Q? Verify your answer. (e) Assume that Gate 1 has a propagation delay of 30 ns and Gates 2, 3, and 4 have propagation delays of 10 ns. Construct a timing diagram for the circuit for the following input change: M = N = Q = 0 with G changing from 1 to 0. M N. G 2 Dod Q

11.15 The following circuit is intended to be a gated latch circuit where the signal G is the gate. (a) Derive the next-state equation for this circuit using Q as the state variable and P as an output. (b) Construct the state table and output table for the circuit. Circle the stable states of the circuit. (c) Are there any restrictions on the allowable input combinations on M and N? Explain your answer. (d) Is the output Pusable as the complement of Q? Verify your answer. (e) Assume that Gate 1 has a propagation delay of 30 ns and Gates 2, 3, and 4 have propagation delays of 10 ns. Construct a timing diagram for the circuit for the following input change: M = N = Q = 0 with G changing from 1 to 0. M N. G 2 Dod Q

Introductory Circuit Analysis (13th Edition)
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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11.15 The following circuit is intended to be a gated latch circuit where the signal G is the gate. (a) Derive the next-state equation for this circuit using Q as the state variable and P as an output. (b) Construct the state table and output table for the circuit. Circle the stable states of the circuit. (c) Are there any restrictions on the allowable input combinations on M and N? Explain your answer. (d) Is the output Pusable as the complement of Q? Verify your answer. (e) Assume that Gate 1 has a propagation delay of 30 ns and Gates 2, 3, and 4 have propagation delays of 10 ns. Construct a timing diagram for the circuit for the following input change: M = N = Q = 0 with G changing from 1 to 0. M ↓ N. G 2 3 Dad + Q
Transcribed Image Text:11.15 The following circuit is intended to be a gated latch circuit where the signal G is the gate. (a) Derive the next-state equation for this circuit using Q as the state variable and P as an output. (b) Construct the state table and output table for the circuit. Circle the stable states of the circuit. (c) Are there any restrictions on the allowable input combinations on M and N? Explain your answer. (d) Is the output Pusable as the complement of Q? Verify your answer. (e) Assume that Gate 1 has a propagation delay of 30 ns and Gates 2, 3, and 4 have propagation delays of 10 ns. Construct a timing diagram for the circuit for the following input change: M = N = Q = 0 with G changing from 1 to 0. M ↓ N. G 2 3 Dad + Q
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