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logic is common sense. it's a method of thinking that's embedded into the mind of human beings. it's something like our conscience, therefore it's relative. it can be improved and can be led to compromise. it can be disregarded and ignored(such as when people are in love.) and it can be moved by emotions. the truth should be absolute, and should be constant, it should be timeless and immovable. which logic isn't so it is not the truth.
What else can I help you with?
What is classical logic and multivalued logic?
Classical Logic allows two truth values, True and False. Multivalued or "many-valued logic" allows other kinds of truth values and it allows there to be more than two truth values.
Are diagrams used in mathematics and logic to help describe the truth of an entire expression based on the truth of its parts?
Yes, diagrams are often used in mathematics and logic to illustrate the relationships between different components of an expression, helping to clarify how the truth of individual parts contributes to the overall truth of the expression. For example, Venn diagrams visually represent set relationships, while truth tables systematically show how the truth values of propositions lead to the truth of complex logical statements. These visual tools enhance understanding and facilitate reasoning about logical structures and mathematical relationships.
Why is the distinction between validity and soundness relative for us as learners of logic?
Valid = fact from truth problem truth can lie if I was hot I'm god I'm hot thus I'm god Sound is just all factual
What is the difference between predicate and propositional logic?
in propositional logic a complete sentence can be presented as an atomic proposition. and complex sentences can be created using AND, OR, and other operators.....these propositions has only true of false values and we can use truth tables to define them... like book is on the table....this is a single proposition... in predicate logic there are objects, properties, functions (relations) are involved.
What does equivalent mean in logic?
In logic, "equivalent" refers to two statements or propositions that have the same truth value in all possible scenarios. This means that if one statement is true, the other must also be true, and if one is false, the other must be false as well. Logical equivalence is often denoted by the symbol "≡" or "↔" and is a fundamental concept in reasoning and mathematical logic.
What is classical logic and multivalued logic?
Classical Logic allows two truth values, True and False. Multivalued or "many-valued logic" allows other kinds of truth values and it allows there to be more than two truth values.
What are tables of logic?
A table of logic, or truth table, lists the possible combination of truth values for boolean (logical, two-valued) variables.
What is formal and material logic?
Formal logic concerns itself primarily to the correctnes rather than than the truth of a logical process. Material logic on the other hand is the truth of a material content.
Science is two things what are they?
logic and truth?
In this sentence Truth is making an appeal to .?
In this sentence, "Truth" is making an appeal to reason or logic.
How does this perspective critique logic by claiming that logic is an invention of humanity?
This perspective critiques logic by arguing that it is a creation of humans, rather than a universal truth.
What are the best logic textbooks available for studying logic?
Some of the best logic textbooks for studying logic include "Introduction to Logic" by Irving M. Copi, "Logic: The Laws of Truth" by Nicholas J.J. Smith, and "A Concise Introduction to Logic" by Patrick J. Hurley.
What is logic and truth?
Truth is potentially universal and potentially subjective, but really, if you bullet point all the facts, you'll probably be able to find out the truth.
What is the difference between two logic equations being equal versus two logic equations being equivalent?
Equal is the truth table and the circuit are the same. Equivalent is when the truth table is the same but the circuit is different
Usefulness of truth table in propositional logic?
Truth tables are essential in propositional logic as they provide a systematic way to evaluate the truth values of complex logical expressions based on the truth values of their individual components. By listing all possible combinations of truth values for the propositions involved, truth tables help in determining the validity of logical arguments and the equivalence of different expressions. Additionally, they serve as a foundational tool for teaching the principles of logic, aiding in the visualization of logical operations such as conjunction, disjunction, and negation. Overall, truth tables enhance understanding and facilitate problem-solving in logical reasoning.
What is logic operation and arithmetic operation?
A logic operation is when you work with the truth or falsehood of statements whereas an arithmetic operation is concerned only with numerical values.
Find the logic expession and the truth table of the logic function F realized by the following cicuit?
It would be very nice to see the following circuit.. :P
