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Combinational circuit Design Example 2 STLD Lec 79

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Lesson extensions

Lessons List | 131 Lesson
Number Systems Decimal Number System STLD Lec 01
00:15:49

Number Systems Decimal Number System STLD Lec 01
9 s Complement 10 s Complements Decimal Number STLD Lec 02
00:17:18

9 s Complement 10 s Complements Decimal Number STLD Lec 02
Decimal to Binary number system STLD Lec 03
00:12:41

Decimal to Binary number system STLD Lec 03
Binary to decimal Conversions Decimal to Binary Decimal Point STLD Lec 04
00:17:48

Binary to decimal Conversions Decimal to Binary Decimal Point STLD Lec 04
Binary addition and Subtraction Multiplication and Division STLD Lec 05
00:09:54

Binary addition and Subtraction Multiplication and Division STLD Lec 05
Signed numbers 2 s Compliment Representation STLD Lec 06
00:19:17

Signed numbers 2 s Compliment Representation STLD Lec 06
1 s and 2 s complement Solved Examples STLD Lec 07
00:17:56

1 s and 2 s complement Solved Examples STLD Lec 07
Binary to Octal conversion Octal to Binary Decimal Point STLD Lec 08
00:19:55

Binary to Octal conversion Octal to Binary Decimal Point STLD Lec 08
Decimal to Octal conversion Octal to Decimal Decimal Point STLD Lec 09
00:13:07

Decimal to Octal conversion Octal to Decimal Decimal Point STLD Lec 09
Binary to Hexadecimal Conversion Hexadecimal to Binary Decimal Point STLD Lec 10
00:14:10

Binary to Hexadecimal Conversion Hexadecimal to Binary Decimal Point STLD Lec 10
Decimal to Hexadecimal conversion Hexadecimal to Decimal Decimal Point STLD Lec 11
00:10:39

Decimal to Hexadecimal conversion Hexadecimal to Decimal Decimal Point STLD Lec 11
Octal to hexadecimal Conversion Decimal Point Vice Versa STLD Lec 12
00:11:25

Octal to hexadecimal Conversion Decimal Point Vice Versa STLD Lec 12
Hexadecimal arithmetic Addition Substration STLD Lec 13
00:11:21

Hexadecimal arithmetic Addition Substration STLD Lec 13
Codes Classification Cyclic reflective codes STLD Lec 14
00:20:50

Codes Classification Cyclic reflective codes STLD Lec 14
BCD Addition Subtraction STLD Lec 15
00:13:52

BCD Addition Subtraction STLD Lec 15
BCD subtraction 9 s and 10 s complement STLD Lec 16
00:15:50

BCD subtraction 9 s and 10 s complement STLD Lec 16
Excess 3 code Table addition Substation STLD Lec 17
00:11:44

Excess 3 code Table addition Substation STLD Lec 17
Excess 3 Code Subtraction 9 s and 10 s complement STLD Lec 18
00:15:35

Excess 3 Code Subtraction 9 s and 10 s complement STLD Lec 18
Gray code Binary to Gray conversion STLD Lec 19
00:16:06

Gray code Binary to Gray conversion STLD Lec 19
Logic gates AND OR NOT STLD Lec 20
00:11:33

Logic gates AND OR NOT STLD Lec 20
NAND gate 2 i p Universal gate STLD Lec 21
00:12:46

NAND gate 2 i p Universal gate STLD Lec 21
NOR gate 2 i p Universal gate STLD Lec 22
00:12:57

NOR gate 2 i p Universal gate STLD Lec 22
Exclusive OR gate Truth Table Properties STLD Lec 23
00:11:08

Exclusive OR gate Truth Table Properties STLD Lec 23
Exclusive NOR gate Truth Table STLD Lec 24
00:12:59

Exclusive NOR gate Truth Table STLD Lec 24
Inhibit circuits Enable STLD Lec 25
00:14:43

Inhibit circuits Enable STLD Lec 25
Boolean Expression Examples Solved STLD Lec 26
00:14:22

Boolean Expression Examples Solved STLD Lec 26
Logic gates Pulsed operation STLD Lec 27
00:11:49

Logic gates Pulsed operation STLD Lec 27
Boolean algebra Axioms and laws Part 1 2 STLD Lec 28
00:19:18

Boolean algebra Axioms and laws Part 1 2 STLD Lec 28
Boolean algebra Axioms and laws Part 2 2 STLD Lec 29
00:11:17

Boolean algebra Axioms and laws Part 2 2 STLD Lec 29
Boolean expressions Simplification STLD Lec 30
00:15:11

Boolean expressions Simplification STLD Lec 30
Boolean functions Representation SOP POS STLD Lec 31
00:17:19

Boolean functions Representation SOP POS STLD Lec 31
Canonical forms Minterms Maxterms Conversion STLD Lec 32
00:11:28

Canonical forms Minterms Maxterms Conversion STLD Lec 32
Basic gates to NAND NOR gate Conversion STLD Lec 33
00:19:01

Basic gates to NAND NOR gate Conversion STLD Lec 33
AOI to NAND Conversion NOR Examples STLD Lec 34
00:20:28

AOI to NAND Conversion NOR Examples STLD Lec 34
What is K map Introduction Two variable STLD Lec 35
00:18:08

What is K map Introduction Two variable STLD Lec 35
K Map 3 variable SOP Example STLD Lec 36
00:14:33

K Map 3 variable SOP Example STLD Lec 36
K map 3 Variable POS Minimization STLD Lec 37
00:13:00

K map 3 Variable POS Minimization STLD Lec 37
Full adder circuit using k map 3 variable STLD Lec 38
00:12:40

Full adder circuit using k map 3 variable STLD Lec 38
K Map 4 variable SOP Example STLD Lec 39
00:13:38

K Map 4 variable SOP Example STLD Lec 39
k map 4 variable POS STLD Lec 40
00:18:04

k map 4 variable POS STLD Lec 40
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Course Description

Binary to decimal conversion fundamentals course, in this course we will learn about the binary to decimal conversion fundamentals. Starting with an introduction to the binary number system, we will explore how binary numbers are represented and why they are essential in the digital world. The course will cover the step-by-step process of converting binary numbers to their decimal equivalents, breaking down each stage to ensure clarity and comprehension. Through practical examples and exercises, you will gain hands-on experience in performing these conversions accurately. We will also discuss the significance of binary to decimal conversion in various technological applications, such as computer science and digital electronics. By the end of the course, you will have a solid understanding of the binary to decimal conversion process, enabling you to confidently apply this knowledge in real-world scenarios. Whether you are a student, a professional, or simply curious about number systems, this course provides a thorough foundation in binary to decimal conversion fundamentals, preparing you for more advanced topics in computing and digital logic.
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