Description
A mathematician named DeMorgan developed a pair of important rules regarding group complementation in Boolean algebra. By group complementation, referring to the complement of a group of terms, represented by a long bar over more than one variable.
logic gates that inverting all inputs to a gate reverses that gate’s essential function from AND to OR, or vice versa, and also inverts the output. So, an OR gate with all inputs inverted (a Negative-OR gate) behaves the same as a NAND gate, and an AND gate with all inputs inverted (a Negative-AND gate) behaves the same as a NOR gate. DeMorgan’s theorems state the same equivalence in “backward” form: that inverting the output of any gate results in the same function as the opposite type of gate (AND vs. OR) with inverted inputs.
HIGHLIGHTS
- Important rules regarding group complementation
- Logic gates that inverting all inputs to a gate reverses that gate’s essential function from AND to OR, or vice versa
- DeMorgan’s theorems state the same equivalence in “backward”
BLOCK DIAGRAM
HARDWARE REQUIREMENTS
- IC 7400
- IC 7432
- IC 7404
SOFTWARE REQUIREMENTS
- Eagle
Suraj Patil –
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Shantanu Deshpande Karad(Maharshtra) –
Good Project.I have order for Practical Knowledge of DEMORGAN’S THEOREMS. And also i have clear all the concepts of Demorgan’s Theorem.
Shruti Shah Pune(Maharshtra) –
Good Project and i have clear all doubts about DEMORGAN’S THEOREMS.
Harshada Rane –
Good
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Sara ingale –
Good Project.I have order for Practical Knowledge of DEMORGAN’S THEOREMS. And also i have clear all the concepts of Demorgan’s Theorem.