mark each statement TRUE or FALSE.
-$\text { If } f ( z , y , z ) = x y z \text {, then } \overline { f ( z , y , z ) } = \bar { x } \bar { y } \bar { z } \text {. }$

Name: mark each statement TRUE or FALSE. -$\text { If } f ( z , y , z ) = x y z \text {, then } \overline { f ( z , y , z ) } = \bar { x } \bar { y } \bar { z } \text {. }$
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Question

Quizplus · Accepted Answer

The overline notation typically represents the complement in Boolean algebra, and the complement of a product is not the product of the complements.

Mark Each Statement TRUE or FALSE If f(z,y,z)=xyz, then f(z,y,z)‾=xˉyˉzˉ. \text { If } f ( z , y , z ) = x y z \text {, then } \overline { f ( z , y , z ) } = \bar { x } \bar { y } \bar { z } \text {. } If f(z,y,z)=xyz, then f(z,y,z)​=xˉyˉ​zˉ.

Mark Each Statement TRUE or FALSE $\text { If } f ( z , y , z ) = x y z \text {, then } \overline { f ( z , y , z ) } = \bar { x } \bar { y } \bar { z } \text {. }$