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Unit 3-Supplemental 1: Creating the Basic Logic Gates Using NAND/NOR Logic | DIGITAL FUNDAMENTALS

13:44

Unit 3-6 The XOR and XNOR Gates | DIGITAL FUNDAMENTALS

12:11

Unit 3-5 The NOR Gate | DIGITAL FUNDAMENTALS

9:17

Unit 3-4 The NAND Gate | DIGITAL FUNDAMENTALS

9:41

Unit 3-3 The OR Gate | DIGITAL FUNDAMENTALS

8:54

Unit 3-2 The AND Gate | DIGITAL FUNDAMENTALS

9:41

Unit 3-Supplemental 2: Using TTL to Create the Basic Logic Gates | DIGITAL FUNDAMENTALS

In this second supplemental video to unit 3, we learn how to make NOT, AND, OR, NAND, NOR, XOR and XNOR gates using transistor-transistor logic, or TTL. From “Digital Fundamentals” by Thomas L. Floyd.
ISBN: 978-0-13-273796-8
email: thenephilite@gmail.com
Twitter: @MindDistillery
Minds: @MindDistillery
BitChute: MindDistillery
Support me on Patreon:
www.patreon.com/MindDistillery
Music I use: Bensound
License code: PNR6MEXK5HBSLVZI
Music by: bensound.com
License code: L3LPQ6OHRV54UWYX

zhlédnutí: 184

Video

Unit 3-Supplemental 1: Creating the Basic Logic Gates Using NAND/NOR Logic | DIGITAL FUNDAMENTALS

13:44

Unit 3-Supplemental 1: Creating the Basic Logic Gates Using NAND/NOR Logic | DIGITAL FUNDAMENTALS

zhlédnutí 172Před 7 měsíci

In this first supplemental video to unit 3, we learn how to make NOT, AND, OR, NAND, NOR, XOR and XNOR gates using only NOR gates and only NAND gates. From “Digital Fundamentals” by Thomas L. Floyd. ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery Support me on Patreon: www.patreon.com/MindDistillery Music I use: Bens...

Unit 3-6 The XOR and XNOR Gates | DIGITAL FUNDAMENTALS

12:11

Unit 3-6 The XOR and XNOR Gates | DIGITAL FUNDAMENTALS

zhlédnutí 215Před 7 měsíci

In this video, we look at the XOR and XNOR logic gates: its function, truth table, timing diagram, Boolean expression, and how it is used to form binary arithmetics. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 135-138 ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Minds: @MindDistillery BitChute: MindDistillery Support me on Patreon: www.patreon.com/MindDi...

Unit 3-5 The NOR Gate | DIGITAL FUNDAMENTALS

9:17

Unit 3-5 The NOR Gate | DIGITAL FUNDAMENTALS

zhlédnutí 764Před 2 lety

In this video, we look at the NOR logic gate: its function, truth table, timing diagram, Boolean expression, and compare it to another gate configuration with the same truth table. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 131-135 ISBN: 978-0-13-273796-8 See these related videos: The Inverter (3-1) czcams.com/video/o48VSp6sSvE/video.html The AND Gate (3-2) czca...

Unit 3-4 The NAND Gate | DIGITAL FUNDAMENTALS

9:41

Unit 3-4 The NAND Gate | DIGITAL FUNDAMENTALS

zhlédnutí 766Před 2 lety

In this video, we look at the NAND logic gate: its function, truth table, timing diagram, Boolean expression, and compare it to another gate configuration with the same truth table. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 126-130 ISBN: 978-0-13-273796-8 See these related videos: The Inverter (3-1) czcams.com/video/o48VSp6sSvE/video.html The AND Gate (3-2) czc...

Unit 3-3 The OR Gate | DIGITAL FUNDAMENTALS

8:54

Unit 3-3 The OR Gate | DIGITAL FUNDAMENTALS

zhlédnutí 796Před 2 lety

In this video, we look at the OR logic gate: its function, truth table, timing diagram, Boolean expression, and an application. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 122-126 ISBN: 978-0-13-273796-8 Binary Arithmetic: czcams.com/video/lOcPkNJeY7c/video.html email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery...

Unit 3-2 The AND Gate | DIGITAL FUNDAMENTALS

9:41

Unit 3-2 The AND Gate | DIGITAL FUNDAMENTALS

zhlédnutí 1,1KPřed 3 lety

In this video, we look at the AND logic gate: its function, truth table, timing diagram, Boolean expression, and an application. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 115-121 ISBN: 978-0-13-273796-8 Binary Arithmetic: czcams.com/video/lOcPkNJeY7c/video.html email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistiller...

Unit 3-1 The Inverter | DIGITAL FUNDAMENTALS

7:20

Unit 3-1 The Inverter | DIGITAL FUNDAMENTALS

zhlédnutí 2KPřed 3 lety

The first logic gate to cover in this series: the Inverter, also known as the NOT gate. We also briefly discuss timing diagrams, truth tables, and the Boolean expression for inversion. From Chapter 3 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 111-114 ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery S...

Unit 2-9 Octal Numbers & Conversions | DIGITAL FUNDAMENTALS

9:22

Unit 2-9 Octal Numbers & Conversions | DIGITAL FUNDAMENTALS

zhlédnutí 831Před 3 lety

The last number system that we will cover is the octal - or base 8 - number system. In this video we will count, convert to and from decimal numbers and convert to and from binary numbers. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 84-86 ISBN: 978-0-13-273796-8 The Decimal Number System: czcams.com/video/Noxtpxjg-TI/video.html The Binary Number System: czcams.co...

HOW TO BUILD a 6-Turner Tumbler Turner for CHEAP

56:30

HOW TO BUILD a 6-Turner Tumbler Turner for CHEAP

zhlédnutí 22KPřed 3 lety

This is a DETAILED video on how to make a very nice 6-Cup Tumbler Turner for the personalized tumbler crafter! The total cost of the materials and supplies (excluding tools) is about $170. I have seen these for sale for upwards of $300 to $400! This is made with a bare minimum of tools, as all my cool-guy woodworking stuff is still in storage 3 states away. Visit Punkerdoo's Tumblers and Crafts...

Unit 2-8 Hexadecimal Addition & Subtraction | DIGITAL FUNDAMENTALS

9:49

Unit 2-8 Hexadecimal Addition & Subtraction | DIGITAL FUNDAMENTALS

zhlédnutí 878Před 3 lety

In this video, we go over addition and subtraction in hexadecimal. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 81-83 ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery Support me on Patreon: www.patreon.com/MindDistillery Music from www.bensound.com

Unit 2-7 Example: Using Hex to Troubleshoot a Digital Circuit | DIGITAL FUNDAMENTALS

6:07

Unit 2-7 Example: Using Hex to Troubleshoot a Digital Circuit | DIGITAL FUNDAMENTALS

zhlédnutí 640Před 3 lety

Find out how to use hexadecimal to troubleshoot a digital circuit. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery Support me on Patreon: www.patreon.com/MindDistillery Music from www.bensound.com

Unit 2-7 Hexadecimal Numbers & Conversions | DIGITAL FUNDAMENTALS

7:59

Unit 2-7 Hexadecimal Numbers & Conversions | DIGITAL FUNDAMENTALS

zhlédnutí 1,2KPřed 4 lety

In this video, we learn what hexadecimal numbers are and how to convert them to decimal and binary numbers. We also learn how to convert decimal and binary numbers to hexadecimal. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 78-81 ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery Support ...

Unit 2-6 2's Complement Arithmetic | DIGITAL FUNDAMENTALS

16:11

Unit 2-6 2's Complement Arithmetic | DIGITAL FUNDAMENTALS

zhlédnutí 1,4KPřed 4 lety

Find out how a computer performs basic arithmetic, and how you too can do binary arithmetic using 2's complement. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 71-77 ISBN: 978-0-13-273796-8 email: thenephilite@gmail.com Twitter: @MindDistillery Minds: @MindDistillery BitChute: MindDistillery Support me on Patreon: www.patreon.com/MindDistillery Music from www.benso...

Unit 2-5 Floating Point Numbers | DIGITAL FUNDAMENTALS

12:24

Unit 2-5 Floating Point Numbers | DIGITAL FUNDAMENTALS

zhlédnutí 1,7KPřed 4 lety

Find out how to decode a single-precision floating-point number and how to encode one as well. From Chapter 2 in “Digital Fundamentals” by Thomas L. Floyd. Reference: pp. 69-70 ISBN: 978-0-13-273796-8 *OH! And since I forgot to put it in the video...the mantissa for pi encoded as a DOUBLE precision is: 1.100 100 100 001 111 110 110 101 010 001 000 100 001 011 010 001 100 0 ×2^(-1) That's a 52-d...