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Question

Consider the given statement to be true and decide which of the given conclusions logically follow(s) from the statement.

Statement:

All work and no play makes jack a dull boy.

Conclusions:

1: To work is important.

2: One has to compromise work for play.

This question was previously asked in
RRB ALP 2018 CBT 2 Fitter Question Paper (21-Jan-2019) (Shift 3)
The correct answer is

Neither conclusion 1 nor 2 follows

Analyzing Statement and Conclusions

The question asks us to consider the given statement as true and determine which of the provided conclusions logically follow from it. This is a common type of logical reasoning problem where we must strictly adhere to the information given in the statement and not introduce outside knowledge or assumptions.

Given Statement:

All work and no play makes jack a dull boy.

This proverb states a consequence: if a boy named Jack only works and never plays, he becomes dull. It highlights the negative outcome of an imbalance focusing solely on work without any play.

Given Conclusions:

  1. To work is important.
  2. One has to compromise work for play.

Evaluating Conclusion 1: To work is important

The statement says "All work and no play makes jack a dull boy". It describes a scenario where someone is doing "all work" (implying work is happening) and no play, leading to dullness. The statement focuses on the negative result of *lacking play* while *only working*. It doesn't explicitly state that work *itself* is important. While work is implied to be part of Jack's activities, the statement's focus is on the *absence of play* and its effect, not on the inherent importance of work. Therefore, Conclusion 1 does not logically follow directly from the statement.

Evaluating Conclusion 2: One has to compromise work for play

The statement points out that having "no play" while doing "all work" leads to dullness. To avoid being a dull boy, one would need to introduce play into their life. However, the statement does not specify *how* this balance should be achieved. "Compromising work for play" means reducing the amount of time spent on work to make time for play. The statement only indicates that the *absence* of play is the problem. It doesn't dictate that work must be reduced. Perhaps play can be added without reducing work hours (e.g., playing during breaks, or adding leisure time after work). Since the statement doesn't specify the method to introduce play, concluding that one *must* compromise work for play is not a logical deduction.

Conclusion Assessment

Based strictly on the given statement:

  • Conclusion 1 ("To work is important") is not a direct logical consequence. The statement focuses on the impact of *no play* when combined with *all work*.
  • Conclusion 2 ("One has to compromise work for play") is also not a direct logical consequence. The statement only highlights the need for play, not the specific method of achieving it by reducing work.

Therefore, neither conclusion logically follows from the statement.

Conclusion Logically Follows? Reasoning
1: To work is important. No Statement focuses on the effect of *lack of play* combined with work, not the importance of work itself.
2: One has to compromise work for play. No Statement identifies the problem (no play) but doesn't specify the solution (e.g., compromising work vs. adding play time).

Revision Table: Statement and Conclusion Logic

Understanding how to approach statement and conclusion questions is crucial for logical reasoning tests. Here's a quick summary:

  • Read the statement carefully and accept it as absolutely true, even if it contradicts known facts.
  • Read each conclusion and determine if it *must* be true based *only* on the information in the statement.
  • Do not use outside knowledge, assumptions, or your own opinions.
  • Look for direct logical implications, not just plausible scenarios.

Additional Information: Strict Logical Deduction

In questions involving statement and conclusion, the key is strict logical deduction. The conclusion must be a necessary consequence of the statement. If there is any scenario consistent with the statement where the conclusion is false, then the conclusion does not logically follow. The statement "All work and no play makes jack a dull boy" is about the *sufficient condition* for becoming dull (all work + no play). It doesn't provide necessary conditions for being non-dull, nor does it prescribe actions to avoid dullness, other than implying that somehow incorporating play might help.

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Important Questions from Statements and Conclusions

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