waht said:You have 2 xor's
s=x'y'z+x'yz'+xy'z'+xyz
x'y'z + xyz = z(x'y' + xy) = z(x xor y)
x'yz' + xy'z' = z'(x'y + xy') = z'(x xor y)
add these up and go from there
Simple logic is a branch of logic that focuses on understanding and analyzing arguments based on basic principles such as premises and conclusions. It involves identifying patterns of reasoning and evaluating the validity of arguments.
Simplifying simple logic is important because it allows for clearer and more efficient communication. By breaking down complex arguments into simpler forms, it becomes easier to understand and assess the validity of the argument.
Some common techniques for simplifying simple logic include identifying and eliminating irrelevant information, breaking down complex arguments into simpler ones, and using visual aids such as diagrams or flowcharts to represent the logic.
To improve your skills in simplifying simple logic, you can practice identifying and analyzing arguments in everyday conversations or written texts. You can also study different logical fallacies and learn how to spot them in arguments.
Yes, simplifying simple logic can be applied in various fields such as mathematics, computer science, and philosophy. It is a fundamental skill for critical thinking and problem-solving in any discipline.