Examples on De Morgans Law || Lesson 45 || Digital Electronics || Learning Monkey ||

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Here we will try to solve Examples on De Morgans Law.

There 2 De Morgan’s Laws.

Law 1:
(A + B)^ = A^.B^

This law states that the complement of the sum of the variables is the product of their individual complements.

If we take the sum of the variable and if we try to find the complement of those sum of variables then that is equal to the product of their individual complements.

This law can be applied to any number of variables and to any number of combinations of the variables.

For example, (A+B+C+D…..) = (A^.B^.C^.D^………)
((AB) + (BC) + (EFG))^ = (A+B)^ . (B+C)^ . (E+F+G)^

Law 2:
(A . B)^ = A^ + B^

This law states that the complement of the product of the variables is the sum of their individual complements.

If we take the product of the variable and if we try to find the complement of those products of variables then that is equal to the sum of their individual complements.

This law can be applied to any number of variables and to any number of combinations of the variables.

For example, (A.B.C.D…..) = (A^+B^+C^+D^………)
((A+B) . (B+C) . (E+F+G))^ = (A.B)^ + (BC)^ + (E.F.G)^

Here we will try to solve examples on de morgans law.

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