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Solutions Manual — Digital Fundamentals, 11th Edition — Thomas L. Floyd — ISBN 9780132737968 — Latest Update 2025/2026 — (All Chapters Covered)

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This verified Solutions Manual for Digital Fundamentals (11th Edition) by Thomas L. Floyd (ISBN 9780132737968) offers chapter‑by‑chapter solution walkthroughs aligned with the textbook’s structure. Designed for instructors and engineering technology courses in digital circuits and systems, this manual supports problem‑solving, lab work, and exam preparation.

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Digital Fundamentals, 11th Edition
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Digital Fundamentals – 11th Edition
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SOLUTIONS
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MANUAL
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Thomas L. Floyd
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Complete Solutions Manual for Instructors and
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Students
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© Thomas L. Floyd

All rights reserved. Reproduction or distribution without permission is prohibited.
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©MEDGEEK

, Chapter 1


CHAPTER 1
INTRODUCTORY CONCEPTS

Section 1-1 Digital and Analog Quantities
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1. Digital data can be transmitted and stored more efficiently and reliably than analog data. Also,
digital circuits are simpler to implement and there is a greater immunity to noisy environments.

2. Pressure is an analog quantity.
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3. A clock, a thermometer, and a speedometer can have either an analog or a digital output.


Section 1-2 Binary Digits, Logic Levels, and Digital Waveforms
4. In positive logic, a1 is represented by a HIGH level and a 0 by a LOW level. In negative logic,
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a 1 is represented by a LOW level, and a 0 by a HIGH level.

5. HIGH = 1; LOW = 0. See Figure 1-1.
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6. A 1 is a HIGH and a 0 is a LOW:
(a) HIGH, LOW, HIGH, HIGH, HIGH, LOW, HIGH
(b) HIGH, HIGH, HIGH, LOW, HIGH, LOW, LOW, HIGH
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, Chapter 1

7. See Figure 1-2.
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Ampl
= 10 V
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t PW  2.7 μ s
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8. T = 4 ms. See Figure 1-3.
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1 1
9. f= = = 0.25 kHz = 250 Hz
T 4 ms

10. The waveform in Figure 1-61 is periodic because it repeats at a fixed interval.

11. tW = 2 ms; T = 4 ms
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t   2 ms 
% duty cycle =  W 100 =   100 = 50%
T   4 ms 

12. See Figure 1-4.
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, Chapter 1

13. Each bit time = 1 μs
Serial transfer time = (8 bits)(1 μs/bit) = 8 μs

Parallel transfer time = 1 bit time = 1 μs

1 1
14. T  = 0.286 ns
f 3.5 GHz
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Section 1-3 Basic Logic Functions
15. LON = SW1 + SW2 + SW1  SW2
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16. An AND gate produces a HIGH output only when all of its inputs are HIGH.

17. AND gate. See Figure 1-5.
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18. An OR gate produces a HIGH output when either or both inputs are HIGH. An exclusive-OR
gate produces a HIGH if one input is HIGH and the other LOW.
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Section 1-4 Combinational and Sequential Logic Functions
19. See Figure 1-6.
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