What is logic?
The study of arguments and inference.
What is the study of arguments and inferences?
Logic
What is an argument?
A collection of propositions, some of which are intended to provide support to the others.
What is a collection of propositions, some of which are intended to provide support to the others?
An argument
What is ‘xor’?
Exclusive ‘or’.
A xor B means “A or B but not both”.
Name for term meaning ‘Exclusive or’?
Xor
What is an inference?
The process of reasoning in which a new belief is formed on the basis of evidence supposedly provided by other beliefs.
What is the process of reasoning in which a new belief is formed on the basis of evidence supposedly provided by other beliefs?
An inference
What is a proposition?
A truth-apt (truth-carrying) statement, either true xor false, that is a premise or conclusion in an argument.
What is a truth-apt (truth-carrying) statement, either true xor false, that is a premise or conclusion in an argument?
A proposition
What is a premise?
A proposition that intends to support another proposition.
What is a proposition that intends to support another proposition?
A premise
What is a conclusion?
A proposition for which a premise(s) intends to support.
What is a proposition for which a premise(s) intends to support?
A conclusion
What is the name of this argument and is it deductively valid?
If P then Q
P
Therefore Q
What is the form of this argument, and is it deductively valid?
Modus Ponens / Affirming the antecedent
What is the name of the argument depicted by this argument, and is it deductively valid?
2. Yes, deductively valid
What is the name of this argument and is it deductively valid?
If P then Q
Not Q
Therefore not P
2. Yes, deductively valid
What is the form of this argument, and is it deductively valid?
Modus Tollens / Denying the Consequent
What is the name of the argument depicted by this argument and is it deductively valid?
2. Yes, deductively valid
What is the name of this argument and is it deductively valid?
If P then Q
If Q then R
Therefore if P then R
2. Yes, deductively valid
What is the form of this argument, and is it deductively valid?
Hypothetical syllogism
What is the name of the argument depicted by this argument and is it deductively valid?
2. Yes, deductively valid
What is the name of this argument and is it deductively valid?
If P then Q
Not P
Therefore not Q
2. No - it is deductively invalid