Use Boolean Algebra to Simplify the Following Expressions, and Then $$( x \vee y ) \vee ( x \wedge y )$$

question 11

Short Answer

Use Boolean algebra to simplify the following expressions, and then evaluate the expressions for x = 0 and y = 1.
- $$( x \vee y ) \vee ( x \wedge y )$$

---

Definitions:

Linear Programming

A mathematical technique used to maximize or minimize a linear objective function, subject to linear equality and linear inequality constraints.

Iso-profit Lines

Lines on a graph representing combinations of outputs that yield the same level of profit.

LP Maximization

Linear Programming Maximization, an optimization technique used to find the highest outcome of a linear objective function given a set of linear constraints.

Parallel

A term that describes events or processes occurring simultaneously within a system or operation.