| 001 Construction of not logic gate from nand gate.mp4 | 7.1 MB | ||
| 001 Construction of not logic gate from nand gate_en.srt | 2.8 KB | ||
| 001 Construction of not logic gate from nor gate.mp4 | 5.9 MB | ||
| 001 Construction of not logic gate from nor gate_en.srt | 2.2 KB | ||
| 001 Exor logic gate.mp4 | 11.9 MB | ||
| 001 Exor logic gate_en.srt | 2.8 KB | ||
| 001 Explanation to the first theorem.mp4 | 31.4 MB | ||
| 001 Explanation to the first theorem_en.srt | 5.4 KB | ||
| 001 How to reduce boolean algebraic equations.mp4 | 9.7 MB | ||
| 001 How to reduce boolean algebraic equations_en.srt | 3.6 KB | ||
| 001 Logic circuit question 1.mp4 | 8.5 MB | ||
| 001 Logic circuit question 1_en.srt | 3.5 KB | ||
| 001 Nand logic gate.mp4 | 11.6 MB | ||
| 001 Nand logic gate_en.srt | 3.8 KB | ||
| 001 Not logic gate.mp4 | 10.9 MB | ||
| 001 Not logic gate_en.srt | 3.1 KB | ||
| 001 The law of complement with illustration.mp4 | 13.1 MB | ||
| 001 The law of complement with illustration_en.srt | 4.6 KB | ||
| 001 The principle of duality with examples.mp4 | 12.8 MB | ||
| 001 The principle of duality with examples_en.srt | 3.6 KB | ||
| 001 Welcome to this course.mp4 | 3.4 MB | ||
| 001 Welcome to this course_en.srt | 0 B | ||
| 001 What are boolean postulates.mp4 | 8.4 MB | ||
| 001 What are boolean postulates_en.srt | 1.5 KB | ||
| 001 What is boolean algebra.mp4 | 14.3 MB | ||
| 001 What is boolean algebra_en.srt | 3 KB | ||
| 002 And logic gate.mp4 | 16.1 MB | ||
| 002 And logic gate_en.srt | 4.8 KB | ||
| 002 Anding laws.mp4 | 18.6 MB | ||
| 002 Anding laws_en.srt | 5.9 KB | ||
| 002 Basic terminologies.mp4 | 19.9 MB | ||
| 002 Basic terminologies_en.srt | 5 KB | ||
| 002 Construction of and logic gate from nand gate.mp4 | 8.8 MB | ||
| 002 Construction of and logic gate from nand gate_en.srt | 2.9 KB | ||
| 002 Construction of and logic gate from nor gate.mp4 | 5.9 MB | ||
| 002 Construction of and logic gate from nor gate_en.srt | 2.3 KB | ||
| 002 Exnor logic gate.mp4 | 10.4 MB | ||
| 002 Exnor logic gate_en.srt | 3.6 KB | ||
| 002 Illustration of the second theorem.mp4 | 29.4 MB | ||
| 002 Illustration of the second theorem_en.srt | 5.2 KB | ||
| 002 Logic circuit question 2.mp4 | 22.1 MB | ||
| 002 Logic circuit question 2_en.srt | 5 KB | ||
| 002 Need of boolean algebra in digital electronics.mp4 | 21.1 MB | ||
| 002 Need of boolean algebra in digital electronics_en.srt | 4.3 KB | ||
| 002 Nor logic gate.mp4 | 16.3 MB | ||
| 002 Nor logic gate_en.srt | 4.1 KB | ||
| 002 Test questions.mp4 | 3.5 MB | ||
| 002 Test questions_en.srt | 819.2 B | ||
| 003 Construction of or logic gate from nand gate.mp4 | 9.1 MB | ||
| 003 Construction of or logic gate from nand gate_en.srt | 3.4 KB | ||
| 003 Construction of or logic gate from nor gate.mp4 | 6.6 MB | ||
| 003 Construction of or logic gate from nor gate_en.srt | 1.8 KB | ||
| 003 Or logic gate.mp4 | 12.6 MB | ||
| 003 Or logic gate_en.srt | 3.9 KB | ||
| 003 Oring laws.mp4 | 5.4 MB | ||
| 003 Oring laws_en.srt | 1.7 KB | ||
| 003 Positive and negative logic concepts.mp4 | 13 MB | ||
| 003 Positive and negative logic concepts_en.srt | 3.7 KB | ||
| 003 Rules in boolean algebra.mp4 | 16.6 MB | ||
| 003 Rules in boolean algebra_en.srt | 2.2 KB | ||
| 004 Classification of logic gates.mp4 | 5.2 MB | ||
| 004 Classification of logic gates_en.srt | 1 KB | ||
| 004 Miscellaneous rules.mp4 | 6.7 MB | ||
| 004 Miscellaneous rules_en.srt | 2.9 KB | ||
| Bonus Resources.txt | 409.6 B | ||
| Get Bonus Downloads Here.url | 204.8 B | ||
| ▲ 66 total files | |||
Logic Gates And Boolean Algebra in Digital Electronics
https://CourseBoat.com
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English + srt | Duration: 32 lectures (1h 37m) | Size: 307 MB
Digital Circuit & Design
What you'll learn
Here in this course you will learn what is logic gates and what are its sub categories.
Here you will study each individual logic gates along with its working properties as well as internal integrated circuit structures for each gates
With the help of an example it has been illustrated about the requirement of boolean algebra in digital systems
Also all the rules and laws such as rgan's theorems, associative, distributive, commutative, anding and oring concepts has been proved and well explained
You will come to know that why nand as well as nor logic gates are called universal logic gates
Last but not the least you will also learn how to solve any logical circuit questions as well as how to reduce or simplify a given boolean algebraic expression
Requirements
You will learn everything you need to know . No Prior knowledge is required.
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