Figure 3.14.b: Implementing q = ((a+b'+c)(a'+b+c')(a'+b'+c'))' using Product of Sums for inverse functions: (a) Truth table; (b) Circuit to realize q'; (c) Inverting the output to realize q.

Author ORCID Identifier

0000-0003-3621-0168

Authors

John D. Carpinelli, New Jersey Institute of TechnologyFollow

Document Type

Animation

Publication Date

6-24-2023

Description

Figure 3.14: Implementing q = ((a+b'+c)(a'+b+c')(a'+b'+c'))' using product of sums for inverse functions: (a) Truth table; (b) Circuit to realize q'; (c) Inverting the output to realize q. The animation shows all possible values of inputs a, b, and c, and the outputs of the AND and OR gates generated by each set of input values.

Recommended Citation

Carpinelli, John D., "Figure 3.14.b: Implementing q = ((a+b'+c)(a'+b+c')(a'+b'+c'))' using Product of Sums for inverse functions: (a) Truth table; (b) Circuit to realize q'; (c) Inverting the output to realize q." (2023). An Animated Introduction to Digital Logic Design - Animations. 45.
https://digitalcommons.njit.edu/dld-animations/45

Creative Commons License

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