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NAND & OR gates implementation
NAND & OR gates implementationLAWS
LAWSLAWS-2
LAWS-2HALF SUBTRACTOR
HALF SUBTRACTORHalf Adder
Half AdderFull Subtractor Using Basic Gates
Full Subtractor Using Basic GatesFull Adder Using Only NAND Gates
Full Adder Using Only NAND GatesFull Adder using Basic gates
Full Adder using Basic gatesFull Subtractor Using Only NAND Gates
Full Subtractor Using Only NAND Gates2:1 multiplexer
2:1 multiplexer4:1 multiplexer
4:1 multiplexer1:2 Demultiplexer using Basic Gates
1:2 Demultiplexer using Basic Gates2*4 Decoder Using Basic Gates
2*4 Decoder Using Basic Gates1:2 Demultiplexer Using Only NAND Gates
1:2 Demultiplexer Using Only NAND GatesDistributive Law
Distributive LawBasic Gates
Basic Gates2-Bit Maganitude Comparator Using NAND Gates
2-Bit Maganitude Comparator Using NAND Gates2-Bit Magnitude Comparator Using Basic Gates
2-Bit Magnitude Comparator Using Basic Gates1-Bit Magnitude Comparator Using Basic Gates
1-Bit Magnitude Comparator Using Basic GatesMULTIPLEXER'S
MULTIPLEXER'S2:1 Multiplexer using only NAND Gates
2:1 Multiplexer using only NAND Gates1:8 Demultiplexer Using Basic Gates
1:8 Demultiplexer Using Basic Gates4*2 Encoder USing Basic Gates
4*2 Encoder USing Basic Gates8*3 Encoder using Basic Gates
8*3 Encoder using Basic GatesImplementation of Full Adder Using 4*1 Multiplexer
Implementation of Full Adder Using 4*1 MultiplexerImplemntation of Gates using 2*1 Multiplexer
Implemntation of Gates using 2*1 MultiplexerSR FilpFloop
SR FilpFloopSR FlipFlop Using NAND Gates
SR FlipFlop Using NAND Gates3-bit Synchronous Counter Using JK Flip Flop
3-bit Synchronous Counter Using JK Flip FlopJK Filp Flop Using NAND Gate
JK Filp Flop Using NAND Gate1-bit Magnitude Comparator Using NAND Gates
1-bit Magnitude Comparator Using NAND Gates