Free Printable LOGIC DRILL

1.

“I shall return”, by Mc Arthur

a)

Proposition

b)

Not a Proposition

2.

Every triangle is a polygon.

a)

Proposition

b)

Not Proposition

3.

x is greater than or equal to -2.

a)

Proposition

b)

Not Proposition

4.

If x + 2 = 4, is x = 2?

a)

Proposition

b)

Not Proposition

5.

Define a polynomial function.

a)

Proposition

b)

Not Proposition

6.

Please close the door.

a)

Proposition

b)

Not Proposition

7.

That is a false statement.

a)

Proposition

b)

Not Proposition

8.

f(x) = 2x - 3 = 7, if f(5)

a)

Proposition

b)

Not Proposition

9.

If the elephant were red, therefore it can hide in a cherry tree

a)

Proposition

b)

Not Proposition

10.

3x - 9 = 21

a)

Proposition

b)

Not Proposition

11.

p: I am a student.

q: I am studying logic.

What is p $\rightarrow$ q?

4 lines

12.

p: I am a student.

q: I am studying logic.

What is p $\leftrightarrow$ q?

4 lines

13.

p: I am a student.

q: I am studying logic.

What is $\sim$ p $\leftrightarrow$ $\sim$ q?

4 lines

14.

p: I am a student.

q: I am studying logic.

What is p $\wedge$ q?

4 lines

15.

What is the symbol used for the implication statement?

a)

↔

b)

$\rightarrow$

c)

$\vee$

d)

$\wedge$

16.

What is the symbol used for the biconditional statement?

a)

↔

b)

$\rightarrow$

c)

$\vee$

d)

$\wedge$

17.

In a disjunction, even if one of the statements is false, the whole disjunction is still...

a)

False

b)

True

c)

Negated

d)

Both False and True

18.

In a conditional statement, the first part is the antecedent and the second part is the _______

a)

Predicate

b)

Subject

c)

Consequent

d)

hypothesis

19.

What is the formula in finding the number of column of Truth tables?

a)

2n

b)

$2^n$

c)

$n^2$

d)

$\sqrt[]{n}$

20.

If p is True and q is False, what is p $\rightarrow$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

21.

If p is False and q is false. What is $\sim$ p $\vee$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

22.

If p is True and q is false. What is $\sim$ p $\leftrightarrow$ $\sim$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

23.

If p is True and q is false. What is $\sim$ p $\rightarrow$ $\sim$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

24.

If p is True and q is True. What is $\sim$ p $\vee$ $\sim$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

25.

If p is False and q is True. What is $\sim$ p $\rightarrow$ $\sim$ q

a)

True

b)

False

c)

True or False

d)

Can't be determined

26.

$\left(p\wedge q\right)\rightarrow r\$ is logically equivalent to

a)

$p\rightarrow\left(q\rightarrow r\right)$

b)

$\left(p\wedge q\right)\rightarrow\sim r$

c)

$\left(\sim p\vee\sim q\right)\rightarrow\sim r$

d)

$\left(p\vee q\right)\rightarrow r$

27.

The negation of $p\wedge\left(q\rightarrow r\right)$ is

a)

$\sim p\wedge\left(\sim q\rightarrow\sim r\right)$

b)

$p\vee\left(\sim q\vee r\right)$

c)

$\sim p\wedge\left(\sim q\rightarrow\sim r\right)$

d)

$\sim p\vee\left(\sim q\wedge\sim r\right)$

28.

Examine $\left(p\wedge q\right)\wedge\left(\sim p\vee\sim q\right)$

a)

Tautology

b)

Contradiction

c)

Contingency

d)

None of these

29.

Dual of $\left(p\wedge t\right)\vee\left(c\wedge\sim q\right)$

a)

$\left(p\vee c\right)\wedge\left(t\wedge q\right)$

b)

$\left(p\vee c\right)\wedge\left(c\wedge\sim q\right)$

c)

$\left(p\wedge c\right)\vee\left(t\wedge q\right)$

d)

$\left(p\vee c\right)\wedge\left(t\vee\sim q\right)$

30.

7>3 and 4 >11 Negation of Statement is

a)

$7<3\ or\ 4<11$

b)

$7\le3\ and\ 4\le11$

c)

$7\le3\ or\ 4\le11$

d)

$7\ne3\ and\ 4\ne11$

31.

"If a Function is differentiable then it is Continuous."What is Contra-positive of Statement .

a)

If a function is not continuous then it is not differentiable

b)

If a function is not differentiable then it is not continuous.

c)

If a function is continuous then it is differentiable

d)

If a function is not continuous then it is differentiable.

32.

Given, "If I have a Siberian Husky, then I have a dog." Identify the contrapositive.

a)

If I do not have a Siberian Husky, then I do not have a dog.

b)

If I have a dog, then I have a Siberian Husky.

c)

If I do not have a dog, then I do not have a Siberian Husky.

d)

If I do not have a Siberian Husky, then I have a dog.

33.

If $p$ and $q$ are two statements, then statement $p\longrightarrow q\ \wedge\sim q$ is

a)

Tautology

b)

Contradiction

c)

Neither Tautology nor contradiction

d)

None of the above

34.

Let $p\wedge\left(q\vee r\right)=\left(p\wedge q\right)\vee\left(p\wedge r\right)$ .
Then, this law is known as.......

a)

Commutative Law

b)

Associative law

c)

De-Morgan's Law

d)

Distributive Law

35.

Truth value of the statement "if p then q" is false when

a)

p is true, q is true

b)

p is true, q is false

c)

p is false, q is true

d)

p is false, q is false

36.

Which of the following is the statement?

a)

May you live long !

b)

May God bless you !

c)

The Sun is star

d)

Hurrah ! We have won the match

37.

Which of the following is not the statement?

a)

Where are you going?

b)

8 is less than 6

c)

The sum of interior angles of a triangles is 180 degrees

d)

Every set is a finite set

38.

For any two statements p and q, the negation of the expression $p\vee\left(\sim p\wedge q\right)$ is

a)

$\sim p\ \vee\sim q$

b)

$\sim p\ \wedge\sim q$

c)

$p\wedge q$

d)

$p\longleftrightarrow q$

39.

Negation of "Ram is in Class X or Rashmi is in Class XII" is

a)

Ram is not in class X but Ram is in class XII

b)

Ram is not in class X but Rashmi is not in class XII

c)

Either Ram is not in class X or Ram is not in class XII

d)

None of these

40.

Which of the following is logically equivalent to $\sim(p\longleftrightarrow q)$

a)

$\sim p∧\sim\ q$

b)

$\sim p∨\sim q$

c)

$(p∧\sim q)∨(\sim p∧q)$

d)

None of these

41.

If

p : It rains today

q : I go to school

r : I shall meet any friends

s : I shall go for a movie,

then which of the following is the proposition : If it does not rain or if I do not go to school, then I shall meet my friend and go for a movie.

a)

$\sim(p∧q)\longrightarrow(r∧s)$

b)

$\sim(p∧\sim q)\longrightarrow(r∧s)$

c)

$\sim(p∧q)\longrightarrow(r∨s)$

d)

None of these

42.

Which of the following is true

a)

$p\longrightarrow q≡\sim p\longrightarrow\sim q$

b)

$\sim(p\longrightarrow\sim q)≡\sim p∧q$

c)

$\sim(\sim p\longrightarrow\sim q)≡\sim p∧q$

d)

$\sim(p\longleftrightarrow q)≡\sim(p\longrightarrow q)∧\sim(q\longrightarrow p)$

43.

If $p\longrightarrow(\sim p∨q)$ is false, the truth values of p and q are respectively

a)

F, T

b)

F, F

c)

T, T

d)

T, F

44.

The false statement in the following is

a)

$p∧(\sim p)$ is a contradiction

b)

$(p\longrightarrow q)\longleftrightarrow(\sim q\longrightarrow\sim p)$ is a contradiction

c)

$(\sim p)\longleftrightarrow p$ is a tautology

d)

$p∨(\sim p)$ is a tautology

45.

If $p\longrightarrow(q∨r)$ is false, then the truth values of p, q, r are respectively

a)

T, F, F

b)

F, F, F

c)

F, T, T

d)

T, T, F

46.

Which of the following is not logically equivalent to the proposition : A real number is either rational or irrational.

a)

If a number is neither rational nor irrational then it is not real

b)

If a number is not a rational or not an irrational, then it is not real

c)

If a number is not real, then it is neither rational nor irrational

d)

If a number is real, then it is rational or irrational

47.

If p, q, r are simple propositions, then $(p∧q)∧(q∧r)$ is true then

a)

p, q, r are all false

b)

p is true and q and r are false

c)

p, q are true and r is false

d)

p, q, r are all true

48.

If $(p∧\sim r)\longrightarrow(q∨r)$ is false and q and r are both false, then p is

a)

True

b)

False

c)

May be true or false

d)

Data insufficient

49.

If p, q, r are simple propositions with truth values T, F, T, then the truth value of $(\sim p∨q)∧\sim r\longrightarrow p$ is

a)

True if q is true

b)

False

c)

True if r is false

d)

True

50.

$p\longrightarrow q$

can also be written as

a)

$p\longrightarrow\sim q$

b)

$\sim p∨q$

c)

$\sim q\longrightarrow\sim p$

d)

None of these

51.

p: Ram is coward

q: ram is lazy

r: ram is rich

Identify statement for "It is not true that ram is not rich"

a)

$\sim p\vee\sim q$

b)

$\sim p\vee\sim r$

c)

$\sim(\sim r)$

d)

$\sim(\sim q)$

52.

Refer to the following statement: "If a polygon is a quadrilateral, then it is a trapezoid."

What is the converse of this statement?

a)

If a polygon is not a quadrilateral, then it is not a trapezoid.

b)

If a polygon is not a trapezoid, then it is not a quadrilateral.

c)

If a polygon is a trapezoid, then it is a quadrilateral.

d)

A rectangle is also a quadrilateral.

53.

Refer to the following statement: "If a polygon is a quadrilateral, then it is a trapezoid."

What is the contrapositive of this statement?

a)

If a polygon is a trapezoid, then it is a quadrilateral.

b)

If a polygon is not a quadrilateral, then it is not a trapezoid.

c)

If a polygon is not a trapezoid, then it is not a quadrilateral.

d)

A rectangle is also a quadrilateral.

54.

If a represents "Brent works this summer" and b represents "Brent takes a vacation" which symbols best represent the statement "If Brent works this summer then he will not take a vacation."

a)

a → b

b)

b→ a

c)

a → ~ b

d)

~a → ~ b

55.

Given-

p is TRUE

q is FALSE

Which of the following statements is FALSE?

a)

$p\wedge\sim q$

b)

$\sim\left(q\right)$

c)

$p\rightarrow q$

d)

$p\vee q$

56.

This symbol, ∧, means?

a)

and

b)

or

c)

not

d)

implies

57.

This symbol, ∨, means?

a)

and

b)

or

c)

not

d)

implies

58.

This symbol, ↔, means?

a)

and

b)

or

c)

if and only if

d)

implies

59.

T Λ F =

a)

T

b)

F

c)

Uncertain

60.

T V F =

a)

T

b)

F

c)

Uncertain

61.

T ↔ F =

a)

T

b)

F

c)

Uncertain

62.

An angle is right angle and its measure is $90\degree$

a)

$p\ \longrightarrow\ q$

b)

$p\ \vee\ q$

c)

$p\ \wedge\ q$

d)

$p\ \longleftrightarrow\ q$

63.

Jupiter is planet and Mars is a star

a)

$p\ \longrightarrow\ q$

b)

$p\ \vee\ q$

c)

$p\ \wedge\ q$

d)

$p\ \longleftrightarrow\ q$

64.

If the train reaches on time , then I can catch the connecting flight.

a)

$p\ \longrightarrow\ q$

b)

$p\ \vee\ q$

c)

$p\ \wedge\ q$

d)

$p\ \longleftrightarrow\ q$

65.

If price increases , then demand falls.

a)

$p\ \longrightarrow\ q$

b)

$p\ \vee\ q$

c)

$p\ \wedge\ q$

d)

$p\ \longleftrightarrow\ q$

66.

ABCD is a parallelogram but it is not a quadrilateral

a)

$p\ \wedge\ \sim\ q$

b)

$p\ \longleftrightarrow\ \sim q$

c)

$p\ \vee\ \sim q$

d)

$p\ \longleftrightarrow\ \sim q$

67.

Paris is not in France or London is not in England.

a)

$\sim p\ \wedge\sim q$

b)

$\sim p\ \vee\ \sim q$

c)

$\sim\ p\ \longrightarrow\ \sim\ q$

d)

$\sim\ p\ \longleftrightarrow\ \sim q$

68.

If you access the website , then you pay a subscription fee.

a)

$p\ \wedge\ q$

b)

$p\ \vee\ q$

c)

$p\ \longrightarrow\ q$

d)

$p\ \longleftrightarrow\ q$

69.

It does not rain and I shall go to school.

a)

$\sim p\ \longrightarrow\ q$

b)

$\sim p\ \wedge\ q$

c)

$\sim p\ \vee\ q$

d)

$\sim p\ \longleftrightarrow\ q$

70.

Reshma is tall or she is beautiful

a)

$p\ \vee\ q$

b)

$p\ \wedge\ q$

c)

$p\ \longrightarrow\ q$

d)

$p\ \longleftrightarrow\ q$

71.

He is rich and happy

a)

$p\ \wedge\ \sim\ q$

b)

$p\ \vee\ \sim q$

c)

$p\ \longrightarrow\ \sim q$

d)

$p\ \wedge\ q$

72.

If a represents "Brent works this summer" and b represents "Brent takes a vacation" which symbols best represent the statement "If Brent works this summer then he will not take a vacation."

a)

a → b

b)

b→ a

c)

a → ~ b

d)

~a → ~ b

73.

p: it is cold q: It is raining Find pv~q

a)

It is cold and not raining

b)

It is cold or not raining

c)

It is cold or raining

d)

It is not cold or raining

74.

Which statement has a true truth value?

a)

Fish can walk

b)

Chicken has four legs.

c)

Birds can fly.

d)

Shark has two legs.

75.

"The first even counting number is two," is an example of

a)

An interrogative.

b)

An imperative.

c)

A statement.

d)

An opinion.

76.

Is the following a valid argument:

Every cat chases mice.

Sylvester is a cat.

Therefore, Sylvester chases mice.

a)

No

b)

Yes

77.

Let p represent: The jeep is white.

Let q represent: Molly loves ballet.

Let r represent: He watches netflix.

Which of the following represents the given sentence in symbolic form?

"The jeep is not white."

a)

$\sim q$

b)

$\sim\left(\sim q\right)$

c)

$\sim r$

d)

$\sim p$

78.

Let p represent: The jeep is white.

Let q represent: Molly loves ballet.

Let r represent: He is watching netflix.

Which of the following represents the given sentence in symbolic form?

"Molly does not love ballet."

a)

$q$

b)

$\sim r$

c)

$\sim\left(\sim q\right)$

d)

$\sim q$

79.

Let p represent: The jeep is white.

Let q represent: Molly loves ballet.

Let r represent: He is watching netflix.

Which of the following represents the given sentence in symbolic form?

"It is not the case that he is not watching netflix."

a)

$\sim r$

b)

$\sim\left(\sim r\right)$

c)

$\sim q$

d)

$\sim\left(\sim\left(\sim p\right)\right)$

80.

Which of the following goes in the missing boxes? State from top to bottom.

a)

F, F

b)

T, T

c)

F, T

d)

T, F

81.

Let p represent: The jeep is white.

Let q represent: Molly loves ballet.

Let r represent: He watches netflix.

Which of the following represents the given sentence in symbolic form?

"It is not the case that he watches netflix."

a)

$\sim r$

b)

$\sim p$

c)

$\sim\left(\sim r\right)$

d)

$r$

82.

Assuming p: She is beautiful, q: She is clever, the verbal form of p ∧ (~q) is

a)

She is beautiful and clever

b)

She is beautiful or not clever.

c)

She is not beautiful and not clever.

d)

She is beautiful but not clever

83.

State whether the following statement is True or False :

Truth value of 2 + 3 < 6 is F.

a)

True

b)

False

84.

A statement written in "if-then" form is a

a)

theorem

b)

conjecture

c)

corollary

d)

conditional statement

85.

Given: p: It is a rainy day today
q: I will watch a movie
r: I will go for a walk

Write the sentence in symbolic form:
"It is a rainy day today and I will not go for a walk."

a)

$\sim p\vee\sim r$

b)

$p\wedge\sim q$

c)

$p\wedge\sim r$

d)

$p\vee r$

86.

Select the term that best describes the statement.

All lines are straight or a triangle has four sides.

a)

negation

b)

conjunction

c)

disjunction

d)

conditional

87.

Select the term that best describes the statement.

If a polygon has eight sides, then it is an octagon.

a)

negation

b)

conjunction

c)

disjunction

d)

conditional

88.

Select the term that best describes the statement.

The lights are on and the TV is off.

a)

negation

b)

conjunction

c)

disjunction

d)

conditional

89.

Select the term that best describes the statement.

A triangle is obtuse provided all the angles have a measure greater than 90 degrees.

a)

negation

b)

conjunction

c)

disjunction

d)

conditional

90.

Select the term that best describes the statement.

Geometry is fun or fish do not like water.

a)

negation

b)

conjunction

c)

disjunction

d)

conditional

91.

Select the term that best describes the statement after the conditional.

Conditional: If two angles add to 90°, then they are complementary.

If two angles are complementary, then they add to 90°.

a)

inverse

b)

converse

c)

contrapositive

92.

Select the term that best describes the statement after the conditional.

Conditional: If two angles add to 90°, then they are complementary.

If two angles are not complementary, then they do not add to 90°.

a)

inverse

b)

converse

c)

contrapositive

93.

Select the term that best describes the statement after the conditional.

Conditional: If two angles add to 90°, then they are complementary.

If two angles do not add to 90°, then they are not complementary.

a)

inverse

b)

converse

c)

contrapositive

94.

Select the term that best describes the statement after the conditional.

Conditional: If it rains, then the flowers bloom.

If the flowers bloom, then it rained.

a)

inverse

b)

converse

c)

contrapositive

95.

Select the term that best describes the statement after the conditional.

Conditional: If it rains, then the flowers bloom.

If the flowers do not bloom, then it did not rain.

a)

inverse

b)

converse

c)

contrapositive

96.

Select the term that best describes the statement after the conditional.

Conditional: If it rains, then the flowers bloom.

If it does not rain, then the flowers will not bloom.

a)

inverse

b)

converse

c)

contrapositive

97.

You eat at several Asian restaurants and decide that Asian food is salty. What type of reasoning is this?

a)

Inductive

b)

Deductive

c)

neither

98.

All professional athletes earn a lot of money. Wes plays professional football so he makes a lot of money. What type of reasoning is this?

a)

Inductive

b)

Deductive

c)

neither

99.

If 60 seconds are in a minute, 60 minutes in an hour, and 24 hours in a day, then 86,400 seconds are in a day. What type of reasoning is this?

a)

Inductive

b)

Deductive

c)

neither

100.

You visit a farm and notice that white chickens lay white eggs and colored chickens lay brown eggs, so you decide that only white chickens lay white eggs. What type of reasoning is this?

a)

Inductive

b)

Deductive

c)

neither

101.

If p is true and q is false, the p --> q is _______

a)

Always true

b)

Sometimes true

c)

Never true

102.

When p is false and q is true, then p or q is _______

a)

Always true

b)

Sometimes true

c)

Never true

103.

When p is false and q is true, then p or q is _______

a)

Always false

b)

Sometimes false

c)

Never false

104.

If p is true and q is true, then ~ p --> ~ q is

a)

Always true

b)

Sometimes true

c)

Never true

105.

If p --> q is true and q is true, then p is

a)

Always true

b)

Sometimes true

c)

Never true

106.

Write the given.

If one angle of a triangle is 90∘, then the other two add to 90∘.

.

4 lines

107.

Write the to prove statement.

If one angle of a triangle is 90∘, then the other two add to 90∘.

4 lines

108.

Write the given statement in the following proof.

If Paul is older than Bill and Fred is younger than Bill, then Bill's age is between Paul's and Fred's.

4 lines

109.

Write the to prove statement in the following proof.

If Paul is older than Bill and Fred is younger than Bill, then Bill's age is between Paul's and Fred's.

4 lines

110.

p → q

a)

conditional

b)

converse

c)

inverse

d)

contrapositive

111.

This symbol, ↔, means?

a)

and

b)

or

c)

if and only if

d)

implies

112.

Based on the Table is the Statement in 5 true or false?

a)

t

b)

f

113.

Based on the Table is the Statement in 2 true or false?

a)

T

b)

F

114.

"I do my homework,then I get my allowance."

What is the hypothesis?

a)

I get my allowance.

b)

I do my homework

c)

No answer

d)

All of the above

115.

This symbol, ∧, means?

a)

and

b)

or

c)

not

d)

implies

116.

Given, "If I have a Siberian Husky, then I have a dog." Identify the inverse.

a)

If I do not have a Siberian Husky, then I do not have a dog.

b)

If I have a dog, then I have a Siberian Husky.

c)

If I do not have a dog, then I do not have a Siberian Husky.

d)

If I do not have a Siberian Husky, then I have a dog.

117.

Given, "If I have a Siberian Husky, then I have a dog." Identify the contrapositive.

a)

If I do not have a Siberian Husky, then I do not have a dog.

b)

If I have a dog, then I have a Siberian Husky.

c)

If I do not have a dog, then I do not have a Siberian Husky.

d)

If I do not have a Siberian Husky, then I have a dog.

118.

P : I am young

Q : I am happy

Write “I am old but happy” in symbolic form.

a)

b)

c)

d)

119.

P : I am young

Q : I am happy

Write “I am happy if and only if I am young” in symbolic form.

a)

b)

c)

d)

120.

Choose the correct answer for the following truth table:

a)

T T T F

b)

T F T F

c)

T T T T

d)

T T F F

121.

Which of the following are a variation of a conditional statement?

a)

Conjunction

b)

Converse

c)

Inverse

d)

Contrapostitive

e)

Contranegative

122.

A statement is a(n) (a) if and only if it is always true.

Premise, Conclusion, Contradiction, Tautology, Implication, or Argument.

123.

A statement is a(n) (a) if and only if it is always false.

Premise, Conclusion, Contradiction, Tautology, Implication, or Argument.

124.

Use the following statements:

f. Limes are sour

u. I like sponges

n. The sky is big

What is the symbolic form for the biconditional statement of the first two statements given?

a)

f $\longleftrightarrow$ u

b)

f $\longleftrightarrow$ n

c)

f $\longrightarrow$ u

d)

f $\longleftarrow$ u

125.

How can you put an elephant on the refrigerator?

a)

You can't put it inside

b)

Open the fridge door and put it in

c)

Chop it before putting it in

d)

No idea

126.

Then, How can you put a giraffe on the fridge?

a)

Do the same thing on the elephant

b)

Remove the elephant first then put the giraffe in

c)

Chop it before putting it in

d)

No idea

127.

Lion invited all the animals in the world for his birthday party, which animal didn't attend

a)

All of them

b)

Other lions

c)

Giraffe

d)

Everybody attends

128.

If you will be crossing a river full of crocodiles, how can you survive?

a)

Use a boat, then paddle fast

b)

Just swim ahead, all of the them are still on the party

c)

Don't cross, you will die

d)

Just ignore them and go home

129.

How many sides does a circle has?

a)

0

b)

1

c)

2

d)

3

130.

"No" Is what type of response?

a)

A positive

b)

A formal

c)

A negative

d)

A infromal

131.

What word describes the sun when it lowers toward the horizon?

a)

Dusk

b)

Sundown

c)

Sunset

d)

Dawn

e)

Sunrise

132.

Syntax errors are always spotted when the program is compiled or interpreted.

a)

True

b)

False

133.

Syntax errors are caused by incorrectly typed source code.

a)

True

b)

False

134.

A program won't run if there is a logic error.

a)

False

b)

True

135.

If I only like sandwiches with egg AND bacon. Do I like bacon sandwiches?

a)

yes

b)

no

c)

it depends

136.

If I like brown bread or white bread sandwiches, do I like tuna on white bread sandwiches?

a)

yes

b)

no

c)

it depends

137.

I will go to the party if Billy or Bob are there - will I go if only Billy is there?

a)

yes

b)

no

c)

it depends

138.

Which Logic word does this represent

a)

AND

b)

OR

c)

NOT

d)

XOR

139.

What Logic operator does this represent?

a)

OR

b)

NOR

c)

AND

d)

NOT

140.

If I don't like peas and nor do I like honey, do I like peas with chips and no honey?

a)

yes

b)

no

c)

It depends

141.

What does the shaded portion of the Venn diagram represent?

a)

Band and Art

b)

Only Art

c)

Band or Art

d)

Neither

142.

You are in a race and you pass the person in second place. What place are you now in?

a)

First

b)

Second

c)

Third

143.

What is the next number in this sequence?

1,1,2,3,5,8 ____

a)

14

b)

13

c)

11

d)

8

144.

Given: If I get an A on my test then my mom will buy me a TV.
I got a 94 on my test.
what conclusion can be made.

a)

I am smart.

b)

I got an A on my test.

c)

My mom will buy me a TV.

d)

I must have cheated.

145.

What does the shaded portion of the Venn diagram represent?

a)

Not p

b)

p

c)

p and q

d)

p or q

146.

What number best completes the analogy:

8:4 as 10:

a)

3

b)

7

c)

24

d)

5

147.

If all Bloops are Razzies and all Razzies are Lazzies, then all Bloops are definitely Lazzies?

a)

True

b)

False

c)

I Dont know

148.

A whole number that does not contain a decimal is a ________?

a)

character

b)

integer

c)

string

d)

floating point

LOGIC DRILL

Total questions: 148

Worksheet time: 2hrs 33mins

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