determine whether the statement is TRUE or FALSE. Assume that x, y, and z represent Boolean variables.
-$$\overline { y z + \bar { x } } = \overline { y z } x$$

Question

Quizplus · Accepted Answer

The left-hand side of the equation can be simplified as follows:$$\overline { y z + \bar { x } } = \overline { y z } \cdot \overline { \bar { x } } = \overline { y z } x$$Therefore, the statement is true.

Determine Whether the Statement Is TRUE or FALSE yz+xˉ‾=yz‾x\overline { y z + \bar { x } } = \overline { y z } xyz+xˉ​=yz​x

Determine Whether the Statement Is TRUE or FALSE $\overline { y z + \bar { x } } = \overline { y z } x$