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Duplicate of Ch. B Intro Logic Lessons 23-29 Flashcards | StudBud
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Duplicate of Ch. B Intro Logic Lessons 23-29
Duplicate of Ch. B Intro Logic Lessons 23-29
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Answers
1
Which word in the statement is a clue that this is
inclusive
? "I will mock when your terror comes."
your
when
comes
will mock
2
Contrapositive?
Some participles are not modifiers
=
Some non-modifiers are not non-participles.
True
False
3
When testing a syllogism with a
counterexample,
it's best to start with the conclusion.
False
True
4
Which statement has
only
a distributed
predicate
?
No S is P
Some S is P
All S is P
Some S is not P
5
Not everybody likes ice cream.
Some people do not like ice cream.
Some people are not ice cream likers.
No people are ice cream likers.
No people like ice cream.
6
If it's a spider then it's not an insect.
Some spiders are not insects.
All spiders are insects.
Some spiders are insects.
No spider is an insect.
7
Jonathan programs computers.
All Jonathan is a computer programmer.
All Jonathan programs computers.
All Jonathan is programming computers.
Jonathan is a computer programmer.
8
Which rule says
if the
Minor
term is distributed in the conclusion, it must be distributed in at least one premise
?
Distributed Conclusion
Distributed Minor
Undistributed Minor
Illicit Minor
9
A valid syllogism
cannot
have a
negative premise
and
affirmative conclusion
.
True
False
10
Affirmative and Negative tell us the _____________ of a statement.
size
quality
shape
answer
11
For a syllogism to be
sound,
it must be.....
valid only
founded on truth
in correct order
true & valid
12
Identify the rule...
Neg. Premise and Aff. Conclusion
Undistributed MIddle
2 Neg. Premises
Illicit Minor
13
When you can't find a counterexample, the syllogism could be valid! Or...you're not being creative enough.
False
True
14
There are 5 more rules for testing syllogisms.
False
True
15
"Ever" words are a clue that a statement uses
Exclusive
words.
False
True
16
A valid syllogism
cannot
have two ______________ premises and a _____________ conclusion.
true, false
quantity, quality
good, bad
affirmative, negative
17
Which rule says
if the
Major
term is distributed in the conclusion, it must be distributed in at least one premise
?
Illicit Major
Distributed Major
Distributed conclusion
Undistributed Major
18
Identify which rule...
Undistributed Middle
Illicit Major
Two aff. premises and a neg. conclusion.
Two Negaive Conclusions
19
Contrapositive?
All liquid is a fluid
=
No non-fluid is a non-liquid.
True
False
20
The immediate inverse that
changes the quality
and
negates the predicate
is called....
Complement
Contrapositive
Converse
Obverse
21
The truth of an
O
statement implies the truth of an
E
statement by
super
implication.
True
False
22
Which terms are distributed:
Some
football games
are not
physically exhausting activities.
football games
no distributed terms
football games & physically exhausting activites
physically exhausting activities
23
Obverse?
Some disciples are apostles
=
Some disciples are not non-aposotles.
True
False
24
Obverse?
All S is P
=
All S is non-P
True
False
25
A valid syllogism
can
have 2 negative premises.
False
True
26
When we develop a copy of a syllogism with the
same form
, but include
only true premise
and
false conclusion
it is a....
new & improved syllogism.
argument
counterexample
illicit minor
27
Exclusives are words that exclude - such as
only, unless,
and
except.
False
True
28
A syllogism is
valid
if and only if
the premises imply the ________________.
foundation
argument
conclusion
truth
29
The immediate inference that switches the
S
&
P
, for example: No
S
is
P
= No
P
is
S
, is called the _____________.
Complement
Obverse
Contrapositive
Converse
30
Which statement has
no
distributed terms?
Some S is P
Some S is not P
No S is P
All S is P
31
Select the correct statement for "No S is P"
I
A
E
O
32
An
A
statement contradicts
I
statement.
False
True
33
If a syllogism has
true premises
and a
false conclusion
we know it is
invalid
.
False
True
34
Select the correct statement for "Some S is not P"
I
A
O
E
35
The contrapositive of a statement is a statement that ________ and ________
both
the subject and the predicate.
reverses and negates
reverses and changes the quality
removes and reverses
implies and negates
36
The
quality
of a statement is either universal or particular
False
True
37
Which rule says the middle term must be distributed in at least one premise.
Fallacy of the undistributed middle
Middle Minor Rule
Distribution of the middle term
Middle Major Rule
38
Superimplication tells us that the falsity of an
___ or ___
statement implies the falsity of an
___ or ___
statement.
Are you trying to confuse me?
A or I implies an E or O
A or E implies an I or O
I or O implies an A or E
39
Select the exclusive statement.
Only the strong survive.
Thinking can be tiring.
He didn't play games.
Not every cat is a house cat.
40
Which terms are distributed:
Some
robots
are
androids.
robots
no distributed terms
robots & androids
androids
41
"She was given
whatever
she desires." is inclusive and implies "She was given...
Nothing she desires.
Most things she desires.
Some things she desires.
All things she desires.
42
Which statement has
only
a distributed
subject
?
Some S is not P
No S is P
All S is P
Some S is P
43
Select the correct statement for "All S is P"
I
E
O
A
44
Which terms are distributed:
All
epic poems
are
works of great artistry.
great artistry
epic poems
epic poems & great artistry
no distributed terms
45
An
immediate inference
is a statement that can be inferred directly from another statement.
False
True
46
The
complement
of a term is the set of all the terms not included in the given term. The
complement
of
P
is
non-P
.
True
False
47
One trick for remembering distributed terms is remembering which statements
contradict
.
True
False
48
Identify which rule...
Undistributed middle
Iliicit Major
Neg. Premise and Aff. Conclusion
2 Neg Premises
49
Which statement has 2 distributed terms?
All S is P
Some S is not P
Some S is P
No S is P
50
What is a hypothetical Statement?
A statement that forms a hypothesis.
A statement using if...then... language.
A statement that is always valid.
A good guess.
51
Distributed terms
refer to
all members
of their category.
False
True
52
Select the
exclusive
statement.
Joe always wins at chess.
I will not dismiss whoever is not finished.
Our eyes are always seeing unless we are sleeping.
I will go where you go.
53
Identify which rule...
Neg. premise and Aff. conclusion
Undistributed Middle
Fallacy of two neg. premises
Illicit Minor
54
Identify which rule...
2 Negative Premises
2 Aff. premise and a Neg. conclusion
Illicit Major
Negative Premise and Aff. Conclusion
55
Select the correct statement for "Some S is P"
E
A
I
O