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Examples on Functional Completeness || Lesson 55 || Digital Electronics || Learning Monkey ||

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Wisdomers - Computer Science and Engineering 154 tutorials here
Electronics

Here we will try to understand Examples on Functional Completeness.
The examples were clearly explained in the video.

The set of operators { +, ., – } are functionally complete.

These sets of operators are said to be functionally complete because we can produce any complex circuit by using these gates or operators.

A set of operators is said to be functionally complete if all the operators of a functionally complete set can be given a set of operators.

The set {., – } { +, – } are functionally complete.

Because if we consider the {., – } to make these sets functionally complete A + B can be produced form these operators.

Similarly, if we consider the {+, – } to make these sets functionally complete A. B can be produced form these operators.

We can produce the operators based on De Morgans’s law.

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