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9PAR Logic

Total questions: 17

Worksheet time: 21mins

Name
Class
Date
1.

From the labels below, label the premises and conclusion in the following argument

2.

Label the argument in the image correctly, using the label choices below

3.

Match the terms in the following argument:

Jack went to the Lions v Demons game at the Gabba

If Jack went to the Lions v Demons game, then he did not watch the Broncos v Dolphins game at Suncorp

So, Jack did not watch the Broncos v Dolphins game at Suncorp

a)

Jack went to the Lions v Demons

1.

Antecedent

b)

Jack did not watch the Broncos v Dolphins

2.

Consequent

c)

So, Jack did not watch the Broncos v Dolphins game

3.

Conclusion

4.

Match the following sentences with expressions

a)

How are you?

1.

Question

b)

Brisbane is south of Sydney

2.

Proposition

c)

Walk to the bus stop.

3.

Command

d)

Go Broncos!

4.

Exclamation

e)

I hope the Lions win

5.

Wish

5.

Conjunction: The curtains are not red and the chairs are not red

The two conjuncts are:

The curtains are red

The chairs are not red

a)

True

b)

False

6.

The conjuncts of Chris is happy, but Jane is not are:

Chris is happy

Jane is not happy

a)

True

b)

False

7.

The disjuncts of the disjunction: Either the Lions will win or the Swans will win are:

The Lions will win

The Swans will win

a)

True

b)

False

8.

The disjuncts of the disjunction: There will not be a party unless it is fine are:

There will not be a party

It is fine

a)

True

b)

False

9.

In the following ​ (a)   argument:

If the parcel arrives today, then it was posted before yesterday

If the parcel arrives today is the​ (b)   and then it was posted before yesterday is the ​ (c)   .

Choose from the below words
Antecedent
Consequent
conditional
10.

In the following ​ (a)   argument:

You will pass your philosophy exam if you revise and work in class

You will pass your philosophy exam is the ​ (b)   and you revise and work in class is the​ (c)  

Choose from the below words
conditional
consequent
antecedent
11.

Match the following

a)

not A

1.

Negation

b)

both A and B

2.

Conjunction

c)

Either A or B

3.

Inclusive Disjunction

d)

Either A or B but not both

4.

Exclusive Disjunction

e)

if A then B

5.

Conditional

12.

Consider the following dictionary and match accordingly:

R = Reece Walsh (RW) plays rugby league

M = Messi plays football

L = Lachie Neale (LN) plays AFL

a)

Reece Walsh plays ruby league and Lachie Neale plays AFL

1.

( R & L )

b)

Messi does not play football

2.

∼ M

c)

RW does not plays rugby league and Messi plays soccer

3.

( ∼ R & M )

d)

RW does not plays rugby league and Messi does not play soccer

4.

∼ ( R & M )

e)

Messi plays football and Lachie Neale plays AFL

5.

( M & L )

13.

Match the following logic symbols with their official name

a)

1.

tilde

b)

&

2.

ampersand

c)

∨

3.

vel

d)

≡

4.

tribar

e)

⊃

5.

hook or horseshoe

14.

Match the following logic symbols with their purpose

a)

1.

negation

b)

&

2.

conjunction

c)

∨

3.

disjunction (inclusive)

d)

≡

4.

bi-conditional

e)

⊃

5.

conditional

15.

The following argument is a:

All dogs are mammals

Fred is a dog

Therefore Fred is a mammal

a)

Modus Ponens

b)

Hypothetical Syllogism

c)

Categorical Syllogism

d)

Modus Tollens

16.

Match the following abbreviated arguments with their correct form:

a)

( p ⊃  q )

   p     .

∴  q

1.

Modus Ponens

b)

( p ⊃  q )

- q

∴   p

2.

Modus Tollens

c)

( p ⊃  q )

( q ⊃  r )

∴  ( p ⊃  r )

3.

Hypothetical Syllogism

d)

( p v  q )

- q

∴   p

4.

Disjunctive Syllogism

e)

All M are P

Some S are M

∴  Some S are P

5.

Categorical Syllogism

17.

Match the following abbreviated arguments with their correct form:

a)

( p ⊃  q )

   p     .

∴  q

1.

Modus Ponens

b)

( p ⊃  q )

- q

∴   p

2.

Modus Tollens

c)

( p ⊃  q )

( q ⊃  r )

∴  ( p ⊃  r )

3.

Hypothetical Syllogism

d)

( p v  q )

- q

∴   p

4.

Disjunctive Syllogism

e)

All M are P

Some S are M

∴  Some S are P

5.

Categorical Syllogism