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# Syllogism Tricks & Tips

Syllogism is one of the most important and interesting topics in Reasoning and Solving Syllogism is always fun if you understand the shortcuts. If you understand the below concepts I assure you that you can solve 5 syllogism problems in just 1 min.

Syllogisms often appears as a part of Logical Reasoning or Verbal Reasoning. It consists of some premises (statements) and one or more conclusions. The conclusions are derived from the given statements. The statements and conclusions may often seem to be illogical or go against what we know to be facts according to our daily lives. But we MUST assume the statements to be true. Whether the conclusion is true or not in the context of the true statements given, is what the question is about in syllogisms.

Have a Pen with you. Go through all the concepts one by one. Understand how to draw Venn Diagrams for each concepts. Then understand how the conclusion are made for each concepts.(Just don’t Scroll down fast!!!).

Then work out the problems.

I insist you again. GO ONE BY ONE. Understand it. Then go to the next one. Make sure you are thorough enough with the given concepts.

You don’t need to memorize any statements or any conclusions. All you need is to UNDERSTAND.

Believe Me. It’s very simple. It is not ROCKET SCIENCE.

With the introduction of new pattern questions on syllogism in Bank exams it has become important to use short method to solve such lengthy syllogism questions. Most of the students use Venn Diagram method to solve syllogism. No doubt the method is easy to use, but it is time taking to solve the new Reverse Syllogism questions by Venn Diagram, in which you have to check each option to satisfy the condition given in the question. So switching to RULES for SOLVING SYLLOGISM is best way to solve such question in short time.

The first step is to make a Venn diagram. Second step is deriving the conclusion. Let’s go to all possible concepts. (Concepts = Statements)

###### CONCEPT 1 Some A is B.

The Diagram for Some A is B is

The possible conclusions are,

1) Some A is B

2) Some B is A

###### CONCEPT – 2 – Some A is B and Some B is C

The Diagram is,

Now the Possible Conclusions are,

Between A and B                                                             Between B and C

Some A is B                                                                      Some B is C

Some B is A                                                                       Some C is B

There is no DIRECT CONNECTION between A and C. So it is not possible to derive any conclusion between A and C.

###### CONCEPT 3 – All A is B

The Diagram is,

The Conclusions are,

All A is B.

Some A is B.

Some B is A.

###### CONCEPT 4 – All A is B and All B is C

The Conclusions are,

Between A and B             Between B and C                          Between A and C

All A is B.                         All B is C.                                    All A is C.

Some A is B.                    Some B is C.                               Some A is C.

Some B is A.                    Some C is B.                               Some C is A.

###### Concept 5 – Some A is B. All B is C.

The possible conclusions are,

Between A and B                Between B and C                  Between A and C

Some A is B                       All B is C                               Some A is C

Some B is A                       Some B is C                           Some C is A

————————————–Some C is B

###### Concept 6 – All A is B and Some B is C

The possible conclusions are,

Between A and B                          Between B and C

All A is B                                       Some B is C

Some A is B                                  Some C is B

Some B is A

There is no DIRECT CONNECTION between A and C. So it is not possible to derive any conclusion between A and C.

###### Concept 7 – All B is A and All C is A

The Possible Conclusions are,

Between A and B                                 Between A and C

All B is A                                              All C is A

Some B is A                                         Some C is A

Some A is B                                         Some A is C

There is no DIRECT CONNECTION between B and C. So it is not possible to derive any conclusion between B and C.

###### Concept 8 – No A is B

The Possible Conclusions are,

No A is B

No B is A

Some A is not B

Some B is not A

###### Concept 9 – All A is B and No B is C

The Possible Conclusions are,

Between A and B                  Between B and C                  Between A and C

All A is B                               No B is C                               No A is C

Some A is B                          No C is B                               Some A is Not C

Some B is A                          Some B is not C

—————————————-Some C is not B

###### Concept 10 – All A is B and No A is C

The Possible Conclusions are,

Between A and B                Between A and C                 Between B and C

All A is B                             No A is C                              Some B is not C

Some A is B                        No C is A

Some B is A                        Some A is not C

————————————–Some C is not A

###### Concept 11 – Some A is B; No B is C

The Possible Conclusions are,

Between A and B                  Between B and C                 Between A and C

Some A is B                          No B is C                               Some A is not C

Some B is A                          No C is B

—————————————-Some B is not C

—————————————–Some C is not B

###### Concept 12 – Some A is B; No A is C

The Possible Conclusions are,

Between A and B                Between A and C                Between B and C

Some A is B                         No A is C                            Some B is not C

Some B is A                         No C is A

——————————————-Some A is not C

——————————————-Some C is not A

Note: In all the above, the conclusions are made based on the statements. There in only one case where the conclusions are determined based on the conclusion itself. It is called as Merging Concept.

###### MERGING CONCEPT

This concept is applicable when more than one conclusion does not follows.

Rules:

The two non-following conclusions must be of same character.

One conclusion must be positive (All/Some)

One conclusion must be negative (No/Some-not)

Let me explain this concept with some examples.

Example 1:

Stmt : All Lotus are Flowers; No Lilly is Lotus.

Conclusion: No Lilly is a flower; Some Lilly is Flowers.

The first step is to draw Venn Diagram.

Now Check the conclusions.

No Lilly is a flower. (It’s not true)

Some Lilly is flowers (It is also not true)

Two conclusions are false. And Both are same Characters (Lilly and Flower). One is Positive and one is negative. It satisfies all the rules of Merging Concept.

So the Answer is Either (i) or (ii) Follows.

Example 2

Stmt : Some Cameras are Radios; Some Statues are Cameras.

Conclusion 1 : Some Statues are Radios (It is false) (No direct relation between Statue and Radio)

Conclusion 2: No Radio is a Statue (It is False) (It is a negative conclusion) (When statements are positive, conclusions must be positive).

Now Check for merging concept.

Two Conclusions are False.

They are of same character. One is Positive and other is Negative.

Answer is Either (I) or (II) Follows

###### POSSIBILITY

Whenever the term “Possibility” OR “Can” comes in Conclusion, We need to check this simple table.

Let me explain you guys with an example.

Statements:

Some Mangoes are Apples; Some Bananas are Apples; Some Branches are Bananas

Conclusions:

Some Mangoes are Bananas

Some Branches Being Apples is a Possibility

Some Branches are Mangoes

All Apples Being Mangoes is a Possibility

The First Step is to draw Diagram.

Conclusion 1: It is False. (No Direct Connection between them).

Conclusion 2: No relation between Branches and Apples. “Possibility” is there. (Chk Table) (It is True)

Conclusion 3: It is False (No Direct relation)

Conclusion 4: Between Apples and Mangoes “Some” can come. “Possibility is there” (Check Table). It is also true.

So the conclusion is II and IV Follows.

Important Rules:

• Draw Venn Diagrams(Basic Diagram & Possibility Diagram) according to the Statement.
• If the conclusion does not satisfy the Basic Diagram then there is no need to check the possibility diagrams.
• If the conclusion satisfies the Basic Diagram then it must satisfy all possibility diagrams.
• The first Venn diagram in all images shown below are Basic Diagrams & remaining are Possibility Diagrams.

All A are B:

Some A are B:

Some A are not B:

Example:

Statements:
All Circles are Squares
Some  Squares are Roses

Conclusion 1: Possibility Diagram

Conclusion 2: Possibility Diagram

Conclusions:
I. All Roses being Square is a possibility
II. Can all Circles be Roses
Both (I) and (II) follow

I will start with explaining basic syllogism terminology which will be followed by practical examples.

### Case #   All – Some

Let!
You have 1000 \$ in your pocket.One of your friend needs 600 \$ to pay his Bill.He wants to borrow money from you.He comes to you and say,”Do you have 600 \$ ?.What would you say,”Afcoss Yes!”.Even if He ask for 1 \$, or 999 \$ .Your answer will always “Yes!”.
So Overall you had 1000 \$ which is called “All ” or All of the money you had & What is your friend want some of the money like here 600 or it could be 1\$ or 999 \$ and what we call that some portion of money out of it.or ” Some”.
That’s why In ” All ” Case, “Some” is always true.

### Example:

Statement : All A are B.
Possible Diagram
Conclusion
All A are B             ✓
Some A are B         ✓
Some B are A         ✓
Some A are not B   ✘
Some B are not A   ✘
Now Here we can see that A contains set of numbers. So we call it is as Set A and Same for B ‘Set B’.
All the numbers in A is contained by B hence All A is B true But All the numbers in B is not in A or not contain by A so All B is A → False.
Now Let understand How All A is B → True But All B is A → False
Let  Box A & Box B . Here We can see that Box B is inside the Box A Hence Box B can fit into Box A but Box A cannot fit into Box B.

### Case #    Some – Some Not

Assume you have given the exam & you passed with some marks that mean you got some marks and some or not. Even if you passed the exam with 99% marks still you missed the 1%. So Even 99% is count under the same case.and 1% is also counted in some case.hence In ‘Some’ case ‘Some Not’ is true.
Statement : Some A are B

Possible Diagram

Conclusion
All B are A        ✘
Some B are A    ✓
No A is B          ✘

Statement : Some A are not B
Possible Diagram
Explanation

Here we see that Set A & Set B has some common values hence we can say that Some A is B & Some B is A But there also some values which are not common in both A & B.So We can also say that Some A are not B & Some B are not A.

### Case #    No- Some Not

Assume You have no money in your pocket.So if you got no money.It means also that some money is not in your pocket.Having No means also some not.

#### Point to Remember while Solving Syllogism

• Anything is possible in a statement.
• like  Some pens are fans. No fan is heater
• Negative Answer will never be there.

Simple Case

 Statement Conclusion Some All , No ,  [ False ] Some,Some Not [ True ] All No , Some Not [ False ] Some , All [ True ] Some Not Only Statement [ True ] No Some , All [ False ] No , Some Not [ True ]
Possibility
 Statement Conclusion Some No , Some [ False ] All , Some Not [ True ] All ✘ No ✘ Some Not Some Not , All [ False ] Some , No [ True ]

#### Some Examples

Statement : Some A are B, Some B are C , All C are D
Conclusion
Some A are not D ✘
Some B are D       ✓
Some A are C       ✘
Statement: Some A are B, Some B are C, No C is D
Conclusion
Some B are not D  ✘
Some D are not B  ✘
Some A are C        ✘
Statement: All A are B , All A are C , All A are D , No D is E
Conclusion:
Some B are not E ✓
Some A are not E ✓
No C is E              ✓
No A is E             ✓
No E is A             ✓
Statement: Some A are B, Some B are C, Some C are D, Some D are E
Conclusion :
Some C are not A  ✘
Some B are not D  ✘
Some A are E        ✘
All B are D            ✘
No A is E               ✘
Some C are A        ✘
All B are E            ✘
No B is E              ✘

### ‘ Either Or ‘ & ‘ Neither Nor ‘

#### Complementary Pair

1. If One Conclusion is positive & One is Negative
No – Some
Some – Some Not
All – Some Not
2.  Same Subject & Same Predicate are there
3.  & not able to draw both the conclusion then answer will be Either Or

### Example

Statement : All A are B , All A are C , All A are D , No D is E, Some F is C

Conclusion :-

Statement : Some A are B, Some B are C, Some C are D, Some D are E

Conclusion

Exception

1. In case of Universal (like ‘All & No’ ) Conclusion Complementary pair does not work
2. In this type of Question ” Neither Nor “
Statement Some A are B, All B are C, No C is D
Conclusion
Some A are not D    ✘
No B is D                ✘
Some A are C           ✘
Some D are B           ✘
Statement All A are B, No B is C , All C are D
Conclusion
Some A are not D ✘
No D is B             ✘
No A is C             ✓
No A is D            ✓
No D is A            ✘

### Possibility

#### Statement Some A are B, Some B are C

Conclusion

Explanation (Simple case A,B & C) :
Let A, B & C are three person. A & B know each other. B & C know each other But B knows both.Now, Will A talk about C? Answer is ‘Not!,Neither Positive Nor Negative’ because he doesn’t know him.So conclusion C is False.
Possibility Case (Conclusion : D,E & F) :
Now Let’s take a look at conclusion E.Now Suppose there is raining outside your home and someone comes to you and say there is a possibility to rain today.What would you say to him,’Mad!”The Same scenario is here By looking at diagram it clearly says that Some B are A then how could say it is ‘possible’ which is actually there.Hence Possibility makes it wrong or false the conclusion.So Conclusion E is wrong.
Now talk about conclusion F which says Some A are not c which we don’t know but it says to let it is a ‘possibility’ so anything could be possible which doesn’t make our statement wrong or contradict with statement.If we make it like this below:
We talk here about possibility which could be anything which especially not contradict with our statement.So F which was False in Simple Case but When we talk about the possibility is becoming true.
Let another example for this.Now Let There is a cloudy sky outside your home.Someone comes to you and say ,” There is a possibility that there might be rain today”, Now you have no idea whether it rain today or not.So you might be say ,” Bro! It is possible”.Now here you cannot talk about negative because in Syllogism Negative Answer will never be there.
In a statement word like these called possibilities
• Can be
• Possible
• May be / might be
• Chances
• Occurs
• is being a possibility
• is a possible

In a statement word like these called sureties

• Can Never be
• Can

# Tricks to Solve Reverse Syllogism

Syllogism is a game played with circles logically. Usually statements will be given and we have to find the appropriate conclusion which follows the statements. In Reverse Syllogism, as the name suggest, Conclusions will be given and we have to find the appropriate statements which satisfies the conclusions.
It may seems like a lengthy process, But if you are strong in basic concepts of syllogism along with some elimination tricks, you can master this topic.
Let us brush up some basic concepts of syllogism with some examples.

### Example.1

Statement: All A are B

#### Possible Conclusions:

1. Some A are B
2. Some B are A
3. Some B are not A

### Example. 2

Statement: Some B is C

#### Possible Conclusions:

1. Some C is B
2. Some B is not C
3. Some C is not B
4. All B are C is Possible/ All B may be C
5. All C are B is Possible

Note: Some B are C is Possible cannot be a conclusion
May be/ Can be means Possibility
At least some means Some
Very few means Some

### Example. 3

Statement: No C is D

#### Possible Conclusions:

1. No D is C
2. Some C are not D
3. Some D are not C
4. All C can never be D
5. All D can never be C
Now let us combine all the statements of the above three examples.

### Example. 4

Statement:

All A are B
Some B is C
No C is D

#### Possible Conclusions:

1. No D is C
2. Some C are not D
3. Some D are not C
4. Some A are not D
5. Some B are not D
6. All A are C is Possible
7. No A is D is Possible
8. No B is D is Possible
9. Some A are D is Possible
10. Some B are D is Possible
11. All B can never be D
12. Some A are D (or) No A is D
13. Some B are D (or) No B is D

## Now Let us discuss the elimination tricks to solve Reverse Syllogism with some examples:

### Example.1

Conclusions:

I. All A can never be B
II. Any A which is a D is also CStatements:
A. Some A is B. All B is C. Some C is D
B. Some A are D. All A are C. No B is D
C. No A is C. All C are B. Some C is D
D. All A are C. Some C are D. No D is B
E. None of theseAnswer: Option B

#### Explanation:

• First let us take a quick scan on the statements
• Take Option A and compare it with conclusion I,  All A can never be BSome A is B. All B is C. Some C is D (Option A is eliminated)
• Take Option C and compare it with conclusion II  Any A which is a D is also C No A is C. All C are B. Some C is D (Option C is eliminated)
• Now we have Option B and D
• Take Option B and compare with both the conclusions.

Some A are D. All A are C. No B is D

• From the Shaded region it is clear that All A can never be B and Any A which is D is also C. (Both conclusions Follows, so Option B is the answer)
• In Exam You can stop once you find the answer.
• But, Now let us take Option D also and check.

All A are C. Some C are D. No D is B

• Here All A can never be B may or may not be true
• Therefore, option D doesn’t follow.

### Example. 2

Conclusions:

I. Atleast Some A may be C.

II. All C being B is a Possibility.

Statements:

A. Some A are B. Some B are C. All C are D. No A is D.
B. All A are B. No C is B. Some A is D
C. No C is A .All A are D. Some D is B
D. All A Are B. Some A are D. No D is C
E. None of theseAnswer: Option D

#### Explanation:

• First let us take a quick scan on the statements
• Take Option B and compare it with conclusion II,  All C being B is a Possibility.  All A are B. No C is B. Some A is D (Option B is Eliminated)
• Take Option C and Compare it with Conclusion I Atleast Some A may be C. No C is A. All A are D. Some D is B (Option C is eliminated)
• Now we have Option A and D
• Take Option A and Compare with both the conclusions

Some A are B. Some B are C. All C are D. No A is D.

• Here conclusion I don’t follow
• Now Let us take Option D and Compare with both the conclusions

All A Are B. Some A are D .No D is C

• Both the Conclusions Follow. To understand the concept more easily, above diagram can be redrawn as.

Preferable method to solve Reverse Syllogisms is Elimination method. In this method, we try to eliminate the options step by a step which cannot be answer. Steps should be taken in eliminating the options are given below.
First, always identify “Universal Negative” conclusion, then eliminate those options which do not have a single universal negative statement.
Secondly, check “Particular Negative” conclusion, then eliminate those options which violates this condition.
Thirdly, check “Universal Positive” conclusion, then eliminate the option which also violate this condition.
In last, check “Particular positive” conclusion, then eliminate the option which also violate this condition.
Let’s discuss it with examples.
Example 1
Conclusion:
(1) No toxic is injection. (2) Some injections are glucose.
Statements:
(A) All toxic are tablet. No tablet is glucose. Some glucose are medicine. All medicine are injection.
(B) Some toxic are tablet. All tablet are injection. Some injection are glucose. All glucose are medicine.
(C) All tablet are toxic. No injection is toxic. Some glucose are injection. All glucose are medicine.
(D) Some injection are toxic. All injection are tablet. Some toxic are glucose. All glucose are medicine.
(E) Some medicine are toxic. Some toxic are injection. Some injection are tablet. All tablet are glucose.
Solution:
In Reverse Syllogism, Conc.1is Universal negative or disjointed set. So first we will try to find out the option which has the statement following this conclusion.
We can see that, In option B, D and E, there is no negative statement. So these cannot be answer.
In option A and C, there is negative statement. In option C, you can see the statement 2 and statement 3 depict the given conclusion.So, C is the answer.
You can also check option A, but when you have got your answer, there is no use of wasting time.
Now, Question is why I checked first option C?
I checked both option A and C, but in C I found related information to Conclusion, So, I go in detail of it.
Example 2
Conclusion:
(1) No toxic is injection. (2) Some injection are not glucose.
Statements:
(a) All toxic are syrup. Some syrup are glucose. Some glucose are medicine. All medicine are injection.
(b) Some toxic are syrup. All syrup are injection. Some injection are glucose. All glucose are medicine.
(c) All syrup are toxic. Some toxic are not injection. Some glucose are injection. All glucose are medicine.
(d) Some injection are not toxic. Some injection are not syrup. Some toxic are glucose. All glucose are medicine.
(e) No medicine is syrup. All toxic are medicine. All injection are syrup. No syrup is glucose.
Solution:
In this also conclusions are “No toxic is injection” and “Some injection are not glucose”.
First we will identify the option which has statements depicting “No toxic is injection”.
Except option E, all options do not have any “Universal negative” statement. So our answer will be E.
If you have gone through meritshine video and previous article, you basics have been clear, no need to check of the option E. Still for your convenience let’s check Option E.

We can see that All toxics are medicine, All injections are syrup and no medicine is syrup. So, no toxic is injection.
All injections are syrup and No syrup is glucose. So, no injection is glucose which infers that some injection is not glucose.
Example 3
Conclusion:
(1) All toxic are injection.              (2) Some glucose are not medicine.
Statements:
(A) All toxic are syrup. Some syrup are glucose. Some glucose are injection. All medicine are injection.
(B) All toxic are syrup. All syrup are glucose. Some toxic are not medicine. All glucose are injection.
(C) All syrup are toxic. Some toxic are injection. Some glucose are injection. All glucose are medicine.
(D) Some injection are not toxic. No injection are syrup. No toxic are glucose. All glucose are medicine.
(E) No toxic is syrup. All syrup are glucose. All toxic are medicine. All toxic are injection
Solution:In this there is no universal negative statement. Now, we will first focus on Particular Negative statement.
In option A and option C, there is no negative statement, so these options are eliminated.
In option D, last statement is “All glucose are medicine” given, so it will not be the answer.
Now let’s check option E and B.
In option E, last statement has already depicted the first conclusion, but there is no restriction on Glucose and medicine. So, this will also not be our answer.

We have already eliminated four options. So the remaining will be our answer i.e. B.
Now let’s check option B. But, in exams you don’t need to check when you have elimated four options.

We know “some toxic are not medicine” means atleast one element of toxic is not medicine.
In diagram B.1, all toxic are glucose so, so at least one  element of glucose will not be medicine.
Example 4
Conclusion:
(1) Some car are bus.    (2) No bus is plane.    (3) All plane are train
Statement:
(A) Some car are not plane. All drum are train. Some bus are not plane. All planes are drums.
(B) Some bus are car. All bus are train. No plane is bus. All car are train.
(C) Some bus are car. Some car are plane. Some train are plane. No plane is bus.
(D) All bus are train. All plane are drum. Some bus are car. All drum are bus.
(E) All drum are train. No train is car. All bus are car. All plane are drum.
Solution:
In given conclusions, Conc.2 is universal negative type. So, we will first identify options which have this type of statement.
Option B, C and E are this type of statement, so options A and D are eliminated.
In option B and C, statement “No plane is bus” available. Let’s first see these both option.
In option B, there is no relation between plane and train. This option is also eliminated.
In option C, If we check Conc.3 “All plane are train” which is universal affirmative for it statements should be also universal affirmative. So, this option is also eliminated.
So, answer is E. Let’s check it also.

## Practice Problems On Syllogism

• Statements:
All donkeys are cows.
No cow is Pearl.
All Pearls are Monkeys.

Conclusions:
I. All donkeys being monkeys is a possibility.
II. All monkeys being cows is a possibility.
A. Only conclusion I follows
B. Only conclusion II follows
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. Both conclusion I and II follow

Answer – A. Only conclusion I follows
Explanation :
• Statements:
All bags are tools.
Some tools are coins.
Some coins are dolls.
Conclusions:
I. All bags being coins is a possibility.
II. At least some dolls are tables.
A. Only conclusion I follows
B. Only conclusion II follows
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. Both conclusion I and II follow

Answer – A. Only I follows
Explanation :
• Statements:
All lamps are pots.
All pots are roses.
No rose is a flower
Conclusions:
I. All roses are pots
II. All lamps are roses
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow

Answer – B. If only conclusion II follows.
Explanation :
• Statements:
All flowers are nuts.
Some nuts are walls.
All chairs are walls
Conclusions:
I. Some nuts are chairs
II. At least some walls are flowers
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow

Answer – D. If neither conclusion I nor II follows
Explanation :
• Statements:
Some marbles are cats.
All cats are pillows.
No pillow is a dog
Conclusions:
I. Some marbles are definitely not dogs
II. No marble is a dog
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow

Answer – A. If only conclusion I follows.
Explanation :
• Statements:
Some bats are owls.
All owls are walls.
No wall is a rose.
Conclusions:
I. All bats being walls is a possibility
II. All roses being bats is a possibility
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow.

Answer – E. If both conclusions I and II follow.
Explanation :
• Statements:
All bulls are nets.
No net is a pipe.
All pipes are monkeys.
Conclusions:
I. No monkey is a bull
II. All nets being monkeys is a possibility.
A. if only conclusion I follows.
B. if only conclusion II follows.
C. if either conclusion I or II follows.
D. if neither conclusion I nor II follows.
E. if both conclusions I and II follow

Answer – B. if only conclusion II follows.
Explanation :
• Statements:
All cats are bulls.
Some bulls are cyclones.
No cyclone is a table.
Conclusions:
I. All cats being cyclone is a possibility
II. No table is a bull
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow

Answer – A. If only conclusion I follows.
• Statements:
Some pillows are dolls.
All dolls are ices.
All ices are seats.
No lamp is ice.
Conclusions:
I. Some lamps are dolls is a possibility.
II. All lamps being seats is a possibility
A. If only conclusion I follows.
B. If only conclusion II follows.
C. If either conclusion I or II follows.
D. If neither conclusion I nor II follows.
E. If both conclusions I and II follow

Answer – B. If only conclusion II follows
• Statements:
No seat is a tube.
No tube is horse.
No horse is Pen
Conclusions:
I. Some seats are pens.
II. Some tubes being pens is a possibility.
A. Only conclusion I follows
B. Only conclusion II follows
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. Both conclusion I and II follow

Answer – B. Only conclusion II follows
• Statements:
Some lemons are oranges.
All oranges are apples.
No apple is grapes.
Conclusions:
I. All grapes being lemons is a possibility.
II. All lemons being apples is a possibility.
III. All oranges being lemons is a possibility.
A. Only I follows
B. Only II follows
C. Only II and III follow
D. None follows
E. None of these

Answer – E. None of these
Explanation :
• Statements:
Some Owls are Ants
All Ants are Guns
No Gun is a Ball
Conclusions:
I. Some Owls being Balls is a possibility
II. All Guns are Ants
III. Some Guns are definitely Balls
A. Only I follows
B. Only II follows
C. Both (A) and (B) follow
D. Only III follow
E. None Follows

Answer – A. Only I follows
Explanation :
• Statements:
All dolls are cots.
No cot is a Pillow.
All Pillows are Mangoes.
Conclusions:
I. All dolls being mangoes is a possibility.
II. All mangoes being cots is a possibility.
III. All mangoes being dolls is a possibility.
A. Only I follows
B. Only II follows
C. Only I, II and III follow
D. All follow
E. None follows

Answer – A. Only I follows
Explanation :
• Statements:
Some A are C.
Some C are E.
All E are F.
Some F are G.
Conclusions:
I. Some A are F.
II. Some F are E.
III. At least some E are G.
A. Only I follows
B. Only II follows
C. Only I, II and III follow
D. All follow
E. None follows

Answer – B. Only II follows
Explanation :
• Statements:
All Banks are Parks
Some Parks are Pencils
No pencil is Monkey
All Monkeys are Brinjals
Conclusions:
I. No Bank is Brinjal
II. No Monkey is Park
III. Some Banks are Brinjals
A. Only I follows
B. Either III or I follows
C. Only I and II follow
D. All follow
E. None follows

Answer – B. Either III or I follows
Explanation :
• Statements:
Some banks are bags.
All banks are noses.
No nose is a pillow.
Conclusions:
I. All noses are banks.
II. All pillows being banks is a possibility.
A. Only I follows
B. Either I or III follows
C. Only II follows
D. Neither I nor II follows
E. All follows

Answer – D. Neither I nor II follows
Explanation :
• Statements:
Some guns are fruits.
No fruit is an ant.
All ants are monkeys.
Conclusions:
I. Some fruits are definitely not monkeys.
II. Some ants are not guns.
III. Some guns being not monkey is a possibility.
A. Only III follows
B. Only III and II follow
C. Only I, II and III follow
D. All follow
E. None follows

Answer – A. Only III follows
Explanation :
• Statements:
All marbles are Dolls
No Doll is an eagle
All eagles are Tigers
Conclusions:
I. No eagle is a marble
II. All Dolls being Tigers is a possibility
III. All Marbles being Tigers is a possibility
A. Only conclusion I follows
B. Only conclusions I, II and III follow
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. None of these

Answer – B. Only conclusions I, II and III follow
• Statements:
All desks are tables.
All tables are schools.
No School is a land.
Conclusions:
I. No table is a land.
II. Some desks being land is a possibility.
A. Only conclusion I follows
B. Only conclusion II follows
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. Both conclusion I and II follow

Answer – A. Only conclusion I follows
• Statements:
No stone is a table.
No table is horn.
No horn is Pillow
Conclusions:
I. Some stones are pillows.
II. Some tables being pillows is a possibility.
A. Only conclusion I follows
B. Only conclusion II follows
C. Either conclusion I or II follows
D. Neither conclusion I nor II follows
E. Both conclusion I and II follow

Answer – B. Only conclusion II follows

In each group of questions below are two conclusions followed by five set of statements. You have to choose the correct set of statements that logically satisfies given conclusions. Given statements to be true even if they seem to be at variance from commonly known facts.

1. Conclusions:
All chairs being bags is a possibility
Some bags are Jugs
Statements:
Statements – 1: Some chairs are bags. Some bags are fruits. All fruits are jugs
Statements – 2: Some chairs are bags. No bag is fruit. All fruits are jugs
Statements – 3: No chair is bag. Some bags are fruits. All fruits are jugs
Statements – 4: No chair is bag. No bag is fruit. All fruits are jugs
Statements – 5: Some chairs are bags. No bag is fruit. Some fruits are jugs
A. Only Statements – 2
B. Only Statements – 1
C. Only Statements – 4
D. Only Statements – 5
E. Only Statements – 3

Answer – B. Only Statements – 1
Explanation :
2. Conclusions:
Some homes can be water
Some monkeys can be homes
Statements:
Statements – 1: All Monkeys are roses. No rose is home. Some homes are rabbits. No rabbit is water
Statements – 2: All Monkeys are roses. No monkey is home. Some homes are rabbits. No rabbit is water
Statements – 3: All Monkeys are roses. No rose is home. No monkey is home. No rabbit is water
Statements – 4: All Monkeys are roses. No rose is home. Some homes are rabbits. All rabbits are water
Statements – 5: All Monkeys are roses. Some roses are homes. Some homes are rabbits. No rabbit is water
A. Only Statements – 5
B. Only Statements – 4
C. Only Statements – 3
D. Only Statements – 2
E. Only Statements – 1

Answer – A. Only Statements – 5
Explanation :
3. Conclusions:
No Banana is blue
No Mango is Pomegranate

Statements:
Statements – 1: All Bananas are Pomegranate. All Pomegranate are Papaya. All Papayas are Mango. No Mango is Blue
Statements – 2: All Bananas are Pomegranate. Some Pomegranate are Papaya. Some Papayas are Mango. Some Mangos are Blue
Statements – 3: All Bananas are Pomegranate. Some Pomegranate are Papaya. No Papaya is Mango. All Mangos are Blue
Statements – 4: All Bananas are Pomegranate. Some Pomegranate are Papaya. All Papayas are Mango. All Mangos are Blue
Statements – 5: All Bananas are Pomegranate. Some Pomegranate are Papaya. Some Papayas are Mango. No Mango is Blue
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – C. Only Statements – 3
Explanation :
4. Conclusions:
All lions are fans is a possibility.
All lions are tree is a possibility
Statements:
Statements – 1: No tree is fan. Some pigs are fans. All rings are lions. No lion is fan
Statements – 2: All trees are fans. Some pigs are fans. All rings are pigs. No lion is pig
Statements – 3: Some trees are fans. Some pigs are fans. All rings are lions. No lion is pig
Statements – 4: All trees are fans. Some pigs are fans. All rings are pigs. No lion is fan
Statements – 5: All trees are fans. Some pigs are fans. All rings are lions. No lion is pig
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – B. Only Statements – 2
Explanation :
5. Conclusions:
All Dogs being toys is a possibility.
No Egg is man
Statements:
Statements – 1: Some Mans are Egg. Some dogs are egg. All eggs are Toys
Statements – 2: All mans are Dogs. No Dog is toy. All eggs are Toys
Statements – 3: Some Mans are Egg. All dogs are egg. All eggs are Toys
Statements – 4: All mans are Dogs. No Dog is egg. All eggs are Toys
Statements – 5: Some Mans are Egg. Some dogs are egg. No egg is Toy.
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – D. Only Statements – 4
Explanation :
6. Conclusions:
All Lions are Roses
Some Parrots are Lions
Statements:
Statements – 1: No Lion is Parrot. All Parrots are Roses. Some Roses are pig
Statements – 2: No Lion is Parrot. All Parrots are Roses. All Roses are pig
Statements – 3: Some Lions are Parrots. No Parrot is Rose. No Rose is pig
Statements – 4: All Lions are Parrots. No Parrot is Rose. No Rose is pig
Statements – 5: All Lions are Parrots. All Parrots are Roses. No Rose is pig
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – E. Only Statements – 5
Explanation :
7. Conclusions:
All apples being mangoes is a possibility
All bananas being apples is a possibility
Statements:
Statements – 1: Some apples are oranges. All oranges are mangoes. No apple is a banana.
Statements – 2: Some apples are oranges. All oranges are mangoes. No mango is a banana.
Statements – 3: All apples are oranges. All oranges are mangoes. No apple is a banana.
Statements – 4: All apples are oranges. Some oranges are mangoes. No apple is a banana.
Statements – 5: Some apples are oranges. Some oranges are mangoes. No apple is a banana.
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – B. Only Statements – 2
Explanation :
8. Conclusions:
All pearls are homes is a possibility.
Some homes are Pearls
Statements:
Statements – 1: Some tvs are pearls.Some tvs are homes.No pearl is pig.All tables are pigs.
Statements – 2: No tv is pearl.All tvs are homes.No pearl is pig.All tables are pigs.
Statements – 3: Some tvs are pearls.Some tvs are homes. All pearl is pig.All tables are pigs.
Statements – 4: Some tvs are pearls.All tvs are homes.No pearl is pig.All tables are pigs.
Statements – 5: Some tvs are pearls.Some tvs are homes.No pearl is pig.No table is pig.
A. Only Statements – 1 and 4
B. Only Statements – 2 and 5
C. Only Statements – 4
D. Only Statements -3
E. None of these

Answer – C. Only Statements – 4
Explanation :
9. Conclusions:
Some gates being ants is a possibility
All ants being basket is a possibility
Statements:
Statements – 1: No basket is ant.Some guns are ants.Some gates are guns.
Statements – 2: All baskets are ants.Some guns are ants.All gates are guns.
Statements – 3: Some baskets are ants.Some guns are ants.Some gates are guns.
Statements – 4: All baskets are ants.Some guns are ants.Some gates are guns.
Statements – 5: No basket is ant. All guns are ants.Some gates are guns.
A. Only Statements – 1 & 2
B. Only Statements – 3
C. Only Statements – 3 & 4
D. Only Statements – 5
E. None of these

Answer – B. Only Statements – 3
10. Conclusions:
Some lemons are balls.
Some lemons are huts.
Statements:
Statements – 1: Some balls are huts. All huts are tables. All tables are lemons. Some lemons are mangoes.
Statements – 2: All balls are huts. No hut is table. All tables are lemons. Some lemons are mangoes.
Statements – 3: All balls are huts. All huts are tables. No table is a lemon. Some lemons are mangoes.
Statements – 4: Some balls are huts. No hut is table. All tables are lemons. Some lemons are mangoes.
Statements – 5: Some balls are huts. All huts are tables. No table is a lemon. Some lemons are mangoes.
A. Only Statements – 1
B. Only Statements – 2 & 3
C. Only Statements – 3
D. Only Statements – 4 & 5
E. None of these

Answer – A. Only Statements – 1
Explanation :

In each group of questions below are two conclusions followed by five set of statements. You have to choose the correct set of statements that logically satisfies given conclusions. Given statements to be true even if they seem to be at variance from commonly known facts.

1. Conclusions:
Some guns can be lotus
Some owls can be bat
Statements:
Statements – 1: Some ants are owls. Some owls are guns. No gun is bat. All bats are lotus
Statements – 2: Some ants are owls. Some owls are guns. No gun is lotus. No owl is bat.
Statements – 3: Some ants are owls. Some owls are guns. No gun is lotus. All bats are lotus.
Statements – 4: Some ants are owls. Some owls are guns. No owl is bat. All bats are lotus.
Statements – 5: Some ants are owls. Some owls are guns. No owl is bat. No bat is lotus
A. Only Statements – 2
B. Only Statements – 1
C. Only Statements – 4
D. Only Statements – 5
E. Only Statements – 3

Answer – B. Only Statements – 1
Explanation :
2. Conclusions:
Some hotels can be wind
Some mountains can be hotels
Statements:
Statements – 1: All Mountains are rats. No rat is hotel. Some hotels are rings. No ring is wind
Statements – 2: All Mountains are rats. No mountain is hotel. Some hotels are rings. No ring is wind
Statements – 3: All Mountains are rats. No rat is hotel. No mountain is hotel. No ring is wind
Statements – 4: All Mountains are rats. No rat is hotel. Some hotels are rings. All rings are wind
Statements – 5: All Mountains are rats. Some rats are hotels. Some hotels are rings. No ring is wind
A. Only Statements – 5
B. Only Statements – 4
C. Only Statements – 3
D. Only Statements – 2
E. Only Statements – 1

Answer – A. Only Statements – 5
Explanation :
3. Conclusions:
No note is a bag
Some pins are bridge is a possibility.
Statements:
Statements – 1: No note is bridge. No bridge is a bag. Some bags are pin.
Statements – 2: All notes are bridges. All bridges are bag. No bag is pin.
Statements – 3: All notes are bridges. No bridge is a bag. Some bags are pin.
Statements – 4: All notes are bridges. No bridge is a bag. No bridge is pin.
Statements – 5: All notes are bridges. All bridges are bag. Some bags are pin.
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – C. Only Statements – 3
Explanation :
4. Conclusions:
All lemons are forums is a possibility.
All lemons are table is a possibility
Statements:
Statements – 1: No table is fruit. Some plants are forums. All roses are lemons. No lemon is fruit
Statements – 2: All tables are forums. Some plants are forums. All roses are plants. No lemon is plant
Statements – 3: Some tables are forums. Some plants are forums. All roses are lemons. No lemon is plant
Statements – 4: All tables are forums. Some plants are forums. All roses are plants. No lemon is fruit
Statements – 5: All tables are forums. Some plants are forums. All roses are lemons. No lemon is plant
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – B. Only Statements – 2
Explanation :
5. Conclusions:
All rivers being tablet is a possibility.
No river is a camel
Statements:
Statements – 1: All rivers are fans. No fan is tablet. Some camels are trains. Some trains are vans
Statements – 2: No river is tablet. No fan is a camel. Some camels are fans. Some trains are vans
Statements – 3: All rivers are fans. All fans are camel. Some camels are trains. Some trains are vans
Statements – 4: All rivers are fans. No fan is a camel. All camel are trains. Some trains are vans
Statements – 5: All rivers are fans. All fans are camel. All camel are trains. Some trains are vans.
A. Only Statements – 1
B. Only Statements – 2
C. Only Statements – 3
D. Only Statements – 4
E. Only Statements – 5

Answer – D. Only Statements – 4
Explanation :
6. Conclusions:
All monkeys being aero planes is a possibility
All notes being aero planes is a possibility
Statements:
Statements – 1: All monkeys are notes. No note is a drum. All cars are notes. All drums are aero planes.
Statements – 2: Some monkeys are notes. No note is an aero plane. All cars are drums. All drums are aero planes.
Statements – 3: Some monkeys are notes. No note is a drum. All cars are notes. All drums are aero planes.
Statements – 4: All monkeys are notes. No note is an aero plane. All cars are drums. All drums are aero planes.
Statements – 5: All monkeys are notes. No note is a drum. All cars are drums. All drums are aero planes
A. Only Statements – 1 & 3 & 5
B. Only Statements – 2 & 3 & 4
C. Only Statements – 3
D. Only Statements – 4 & 5
E. Only Statements – 5

Answer – Only Statements – 1 & 3 & 5
Explanation :
7. Conclusions:
Some hotels are fans is a possibility.
Some sheeps are not cars
Statements:
Statements – 1: All fans are apples. All apples are sheeps. No apple is car. No hotel is sheep.
Statements – 2: Some fans are apples. All apples are sheeps. Some apples are cars. No hotel is sheep.
Statements – 3: All fans are apples. All apples are sheeps. No apple is car. All hotels are sheeps.
Statements – 4: All fans are apples. All apples are sheeps. No hotel is a fan. Some hotels are Cars
Statements – 5: Some fans are apples. All apples are sheeps. No apple is car. Some hotels are Cars
A. Only Statements – 1 and 2
B. Only Statements – 2 and 3
C. Only Statements – 3 and 5
D. Only Statements – 4 and 5
E. Only Statements – 5

Answer – C. Only Statements – 3 and 5
Explanation :
8. Conclusions:
Some trains are bulls.
Some ice are bulls.
Statements:
Statements – 1: Some Ships are trains. All trains are ice. No ice is bread. No bull is ice.
Statements – 2: All Ships are trains. All trains are ice. No ice is bread. All bulls are trains.
Statements – 3: Some Ships are trains. All trains are ice. No ice is bread. Some bulls are breads.
Statements – 4: All Ships are trains. All trains are ice. No ice is bread. Some bulls are Ships.
Statements – 5: All Ships are trains. All trains are ice. No ice is bread. Some bulls are breads
A. Only Statements – 1 and 2
B. Only Statements – 2 and 3
C. Only Statements – 2 and 4
D. Only Statements – 1 and 3
E. None of these

Answer – C. Only Statements – 2 and 4
Explanation :
9. Conclusions:
All bats are being vegetables is a possibility
Some vegetables are being ants is a possibility
Statements:
Statements – 1: All ants are bats. No bat is a fish. Some fishes are vegetables. Some fishes are plates
Statements – 2: All ants are bats. No bat is vegetable. No fish is vegetable. Some fishes are plates
Statements – 3: Some ants are bats. No bat is a fish. Some fishes are vegetables. Some fishes are plates
Statements – 4: Some ants are bats. No bat is vegetable. No fish is a vegetable. Some fishes are plates
Statements – 5: All ants are bats. No bat is a fish. All vegetables are ants. Some fishes are plates
A. Only Statements – 1 & 2
B. Only Statements – 2 & 3
C. Only Statements – 3 & 4
D. Only Statements – 4 & 5
E. None of these

Answer – E. None of these.
10. Conclusions:
All Dogs are being Bats is a possibility
Some Cars are Elephants
Statements:
Statements – 1: Some Ants are Bats. Some Bats are Cars. No Car is Dog. No Dog is Elephants.
Statements – 2: All Ants are Bats. All Bats are Cars. Some Cars are Dogs. All Dogs are Elephants
Statements – 3: Some Ants are Bats. All Bats are Cars. Some Cars are Dogs. All Dogs are Elephants
Statements – 4: All Ants are Bats. Some Bats are Cars. No Car is Dog. All Dogs are Elephants
Statements – 5: All Ants are Bats. All Bats are Cars. No Car is Dog. All Dogs are Elephants.
A. Only Statements – 1 & 2
B. Only Statements – 2 & 3
C. Only Statements – 3 & 4
D. Only Statements – 4 & 5
E. None of these

Answer – B. Only Statements – 2 & 3
Explanation :

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