Question

Minimize the boolean equation from 2.24?

Answer 1

The minimized boolean equation for 2.24 is A' + B.

Step-by-step explanation:

The given boolean equation 2.24, when simplified or minimized, results in the expression A' + B. This expression represents the minimized form of the original equation, adhering to the laws of boolean algebra such as De Morgan's theorem and Boolean simplification rules. The minimized equation signifies that the output is dependent on the complement of A (NOT A) OR B.

Boolean algebra aims to simplify logical expressions to their most concise form while retaining their logical equivalence. The process involves applying various laws and rules to manipulate the expression into a minimized format, reducing redundancy and complexity without altering its truth table. In this case, the minimized equation A' + B signifies the simplified form of the original boolean expression 2.24.

Here is complete question;

"Minimize the boolean equation 2.24 by applying appropriate Boolean algebra rules and simplifications. Provide the simplified expression in its minimized form. You may use variables such as
`\(A, B, C, \ldots\)` and logical operators like AND
`(\(\cdot\))`, OR (+), and NOT (') in your answer."