Logical Reasoning - Statement and Conclusion - Discussion
Discussion Forum : Statement and Conclusion - Section 2 (Q.No. 13)
Directions to Solve
In each of the following questions, a statement/group of statements is given followed by some conclusions. Without resolving anything yourself choose the conclusion which logically follows from the given statements).
13.
All beggars are poor.
Discussion:
16 comments Page 1 of 2.
Supriyo Saha said:
2 months ago
A is the correct answer.
If A is a beggar, then A is not rich.
Explanation - only statement that mentions that someone is a beggar first (pattern of the original statement) and then not rich, which means poor, so it directly goes with the statement.
If A is a beggar, then A is not rich.
Explanation - only statement that mentions that someone is a beggar first (pattern of the original statement) and then not rich, which means poor, so it directly goes with the statement.
Madhuram Acharya said:
3 years ago
@All.
Please listen; In the option A, most people think not rich = poor, that is the main mistake.
Don't think of the meaning, just take them as categories. Two categories are Poor and Not Rich. And A is beggar, then he belongs in the category of poor.
Statement A classifies A as "Not Rich", which is not the same as "Poor".
Hence, D is the Correct option.
Please listen; In the option A, most people think not rich = poor, that is the main mistake.
Don't think of the meaning, just take them as categories. Two categories are Poor and Not Rich. And A is beggar, then he belongs in the category of poor.
Statement A classifies A as "Not Rich", which is not the same as "Poor".
Hence, D is the Correct option.
(5)
Vinay said:
6 years ago
Negation(~).
~(a->b)= ~b->~a.
All beggars are poor can be rewritten as 'if A is a Beggar, A is poor'.
On applying negation, we get;
If A is not poor, A is not a Beggar. which can be written as If A is rich, A is not a beggar.
~(a->b)= ~b->~a.
All beggars are poor can be rewritten as 'if A is a Beggar, A is poor'.
On applying negation, we get;
If A is not poor, A is not a Beggar. which can be written as If A is rich, A is not a beggar.
(3)
Shraddha said:
7 years ago
Answer A is directly connected to the given statement. So it is A.
(3)
Emeka said:
9 years ago
The statement tells us nothing about the rich being beggars or not. So, D isn't correct.
A is correct cause it follows directly from the statement.
As long as anyone is a beggar, they are not rich.
A is correct cause it follows directly from the statement.
As long as anyone is a beggar, they are not rich.
(1)
NITIN said:
9 years ago
A is better option as it can be directly concluded from the question.
Naren Chandra Das said:
9 years ago
I think that A is more closer than D. So the correct answer will be A.
Prayash Pradhan said:
9 years ago
The statement says "All beggars are poor", which means if A is a beggar, he is a poor guy.
Hence option A holds true. Option D holds true as well because if someone is rich, he cannot be a beggar.
Either A or D needs to be removed so that those who are applying for this test in the future does not face the same problem and get disheartened.
Hence option A holds true. Option D holds true as well because if someone is rich, he cannot be a beggar.
Either A or D needs to be removed so that those who are applying for this test in the future does not face the same problem and get disheartened.
MITANSH SHAH said:
10 years ago
The answer should be A.
As the statement talks about beggars being poor and not the other way around.
As the statement talks about beggars being poor and not the other way around.
Neha said:
1 decade ago
A and D both are right answers in this scenario.
(1)
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