True or false?
An argument cannot be true or false
True: only the sentences that make up an argument can be true or false.
True or False? Both inductive and deductive arguments can be good arguments.
True
Valid deduction + All true premises = ?
Sound
Valid or Invalid?
Form: Modus Ponens
1. If P, then Q
2. P
C: Q
Valid
How many conclusions can an argument have?
One
Which part or parts of an argument can be true or false?
The premises and/or conclusion
True or False: For all types of arguments, if the premises do not strongly support the conclusion, it is a bad argument.
True
Valid or Invalid?
Form: Modus Tollens
1. If P, then Q
2. not Q
C: not P
Valid
Define the word "premise."
A sentence that is meant to support the conclusion of an argument.
What do we call an inductive argument in which the premises support the conclusion?
A strong induction
True or False or Neither?
A valid deduction is a good argument.
Neither: Even a valid argument can be bad if it doesn't have true premises.
Valid or Invalid?
Form: Denying the Antecedent
1. If P, then Q
2. not P
C: not Q
Invalid
How many premises can an argument have?
Any number.
What do we call a deductive argument in which the premises support the conclusion?
Valid deduction
Is there any type of argument that absolutely guarantees a true conclusion? If so, what is it?
Yes--a sound deduction
Valid or Invalid?
Form: Affirming the Consequent
1. If P, then Q
2. Q
C: P
Invalid
In a valid argument, it is impossible for the premises to be [ ] and the conclusion to be [ ] at the same time.
True, False. A valid argument guarantees that its conclusion is true as long as all its premises are true.
We know that argument is valid but unsound. What do we therefore know about its premises? You have to be precise on this answer.
At least one of its premises is false.
For each form: identify as either valid or invalid
Form A: If P, then Q. Q. Therefore, P.
Form B: If P, then Q. P. Therefore, Q.
Form C: If P, then Q. Not Q. Therefore, not P.
Form D: If P, then Q. Not P. Therefore, not Q.
A: invalid
B: valid
C: valid
D: invalid
Make your own argument in the form of Modus Tollens. It can be sound or unsound.
Something in the form of:
Valid or Invalid?
Form: Modus Tollens
1. If P, then Q
2. not Q
C: not P