Choose the correct option about conclusion drawn from the statements given below.
Statements:
Some questions are answers.
Some answers are writers.
All the writers are poets.
Conclusions:
1. Some writers are answers.
2. Some poets are questions.
3. All the questions are poets.
4. Some poets are answers.

Only (1) and (2)

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Only (1) and (4)

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Only (1) and (3)

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Only (2) and (4)

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Solution

The correct option is B Only (1) and (4)
From the given Venn diagram, there arise three cases.
In each of the three cases, Some writers are answers. So, $1$ is true.
In each of the three cases, Some poets are answers. So. $4$ is also true.
The other conclusions are not always true.

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Similar questions

Q. 46. In each of the following questions there are three statements. Which are followed by three or four conclusions? Choose the conclusions which logically follow from the given statements.
Statements: Some questions are answers. Some answers are writers. All the writers are poets.
Conclusions:
1. Some writers are answers.
2. Some poets are questions.
3. All the questions are poets.
4. Some poets are answers.

Q. Statements: Some questions are answers. Some answers are writers. All the writers are poets.
Conclusions:
A. Some writers are answers.
B. Some poets are questions.
C. All the questions are poets.
D. Some poets are answers.

Q. Statements: All the poets are goats. Some goats are trees.
Conclusions:
A. Some poets are trees.
B. Some trees are goats.

Statements:

All writers are readers.

All lawyers are readers.

Conclusions:

I. Some lawyers are writers.

II. Some readers are writers.

Some statements are given, followed by some conclusions. Consider the statements to be true even if they seem to be at variance from commonly known facts. Decide which of the given conclusions follow from the given statements.

Statements:

All writers are readers.

All lawyers are readers.

Conclusions:

I. Some lawyers are writers.

II. Some readers are writers.

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Choose the correct option about conclusion drawn from the statements given below.Statements:Some questions are answers.Some answers are writers. All the writers are poets.Conclusions:1. Some writers are answers.2. Some poets are questions.3. All the questions are poets.4. Some poets are answers.

The correct option is B Only (1) and (4)From the given Venn diagram, there arise three cases.In each of the three cases, Some writers are answers. So, 1 is true.In each of the three cases, Some poets are answers. So. 4 is also true.The other conclusions are not always true.

The correct option is B Only (1) and (4)
From the given Venn diagram, there arise three cases.
In each of the three cases, Some writers are answers. So, $1$ is true.
In each of the three cases, Some poets are answers. So. $4$ is also true.
The other conclusions are not always true.