Implementing Boolean Expressions Using NOR Gates | Logic GATEs

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Implementing Boolean Expressions Using NOR Gates is covered by the following Timestamps:

0:00 - Digital Electronics Lecture Series
0:32 - Step 1 - Make given expression in AOI form
2:41 - Step 2 - Apply bubble at output of OR gate and at input of AND gate
3:44 - Step 3 - Connect NOT gates in place of bubble placed in step 2
4:56 - Step 4 - Cancel two NOT gates connected in series
6:18 - Step 5 - Place NOR equivalent circuit of given gates
9:08 - Verification of circuit

Following points are covered in this video:

0. NOR Gate
1. Boolean expression to NOR gate implementation
2. Implementation of Boolean function using NOR gates

Chapter-wise detailed Syllabus of the Digital Electronics Course is as follows:

Binary, hex, octal, decimal, BCD, integer, and floating-point- numbers, code conversion etc.

Laws of Boolean Algebra, SOP, POS, Dual and Self Dual of Boolean equation, Minterms, Maxterms, Quine McCluskey Technique, etc.

AND, OR, NOT, XOR, XNOR, NAND, NOR Gates and Circuit implementation using universal gates.

Minimization of functions using Boolean identities and many other circuits like Multiplexer, Demultiplexer, Adder, Subtractor, Decoder, Encoder, Carry look ahead adder, Even Parity Generator and Odd Parity Generator, Priority Encoder, etc.

IK-map basics, Implicants, Prime Implicants and Essential Prime, 3,4,5 and 6 variable K Map, Quine McCluskey Minimization Technique

DTL, RTL, TTL, CMOS, Boolean Function Implementations, Stick Diagram of Boolean Function, CMOS Transmission Gate, etc.

Clock and Triggering by clock in Sequential circuit, Latch, Flip Flops, Master Slave Flip Flop, Counters, Shift Registers, State Machines, Mealy State Machine and Moore State Machine

ROM, RAM, PLA, PAL, Digital to Analog Converter and Analog to Digital Converter

Practical's on Logic gates, Adder, Code conversion, Comparator, Flip flop, Counter, Register, etc.

Engineering Funda channel is all about Engineering and Technology. Here this video is a part of Digital Electronics and Logic Gates.

#LogicGATEs #DigitalElectronics #DigitalLogicDesign @EngineeringFunda
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EngineeringFunda
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Thankyou so much sir, I have seen so many lectures on this topic but nobody explained it like you did, finally understood the concept

ananya
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Sir, thank you so much for your informative and easy-to-follow lesson. I have been struggling with a problem for a couple of days now, and this video helped me in under 15 minutes. Thank you, sir.

elizabethartalejo
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Very clear and complements the Boolean expression representation using NAND gates perfectly!! Thank you deeply ❤❤🎉.

ammarabdelaal
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Thanks dolakiya sir from Bangladesh ❤️🇧🇩

md.saiyedchowdhury
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Thank u sir for this kind of valuable teaching tmr is my exams on this & this clarifies all my doubts so easily ❤❤

swapnilganji
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(ABC)' (BC)'
Can u solve this?😶
'=whole complement
Thanks

rishankskanda
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Thank you so much prof!! Your explanation very clear & easy to understand!! May God always bless you! ❤

nursahiraaziyan
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Sir thanks a lot ! I went through a lot videos and I never understood this logic and now I’m clear. Thanks for ur efforts sir

jiminshiiahjumma
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Your lectures are amazing! So well explained.And using those colour pens sure makes it clearer.Thank you.

neelamgodihal
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Thank You for explaining this concept.

ale_
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Tq sir, apne bohot acche se explain Kiya h

JutikaDebnath-hoed
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tysm sir, my mam skipped this but it was in 1 of my pyqs

janhvinarayan
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Thanks a lot for the easy and detailed explanation

ahmedzafar
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tqs a lot sir very usefull to me for sem exam prepration

madhumitha
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easy to understand !! thankyou for your efforts in making videos for us

sridhar.s
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Thank you so much sir. I wish i knew this before.

ozonewagle
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Thanku so much sir for explaining clearly thanks a lot....

ShaikRehana-trgy
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Thanks just saved me before my exam. Is it also the same rule to apply for NAND gate?

samuelwawina
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Sir please solve more problems on this concepts

komalbelavi