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Prove That F=G , Where F(x,y)=(x+xˉy)yˉF ( x , y ) = \overline { ( x + \bar { x } y ) } \bar { y }

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Prove that F=G , where F(x,y)=(x+xˉy)yˉF ( x , y ) = \overline { ( x + \bar { x } y ) } \bar { y } and G(x,y)=x+yG ( x , y ) = \overline { x + y }


Definitions:

Synergy

The combined effect of two or more individuals, entities, or factors that is greater than the sum of their separate effects.

Indemnity

A contractual obligation of one party to compensate the loss incurred by the other party due to the acts of the indemnitor or other specified causes.

Reciprocity

Refers to a mutual exchange of privileges or benefits between two parties, where each party offers something in return for what is received, often seen in trade agreements.

Vertical Integration

A strategy where a company expands its operations by taking control of one or more stages in the production or distribution of a product.

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