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In-Depth: Inference Based Questions

CLAT Application & Relevance

Importance: VERY HIGH. Inference questions are central to CLAT Reading Comprehension (and Logical Reasoning). They test your ability to read "between the lines"—to draw conclusions that are not explicitly stated but are strongly supported and logically follow from the information given in the passage. This requires careful textual analysis and logical deduction, which are critical skills for legal aptitude.

How it's tested: Questions like "It can be inferred from the passage that...", "The author implies that...", "Which of the following is most likely true based on the passage?", "The passage suggests that..."

Section 1: Core Concepts & Strategies

An inference is a logical conclusion derived from premises that are known or assumed to be true. In the context of Reading Comprehension, it's something that the author *suggests* or *implies* rather than explicitly states. It must be directly supported by evidence within the text.

Distinction: Inference vs. Other Question Types

Strategies for Drawing Correct Inferences:

Section 2: Solved CLAT-Style Examples

Example 1: Inference from a Cause-and-Effect Relationship

Passage: "Studies have shown that prolonged exposure to high levels of noise can cause significant hearing damage. In the past decade, the average decibel levels in urban areas have steadily increased due to construction and traffic. Therefore, it is expected that the incidence of hearing damage among urban residents will also rise in the coming years."

Question: "Which of the following can be most reasonably inferred from the passage?"

  1. All urban residents will experience hearing damage.
  2. Noise pollution is the only cause of hearing damage.
  3. The increase in urban noise levels will have adverse health consequences.
  4. Construction and traffic are the only sources of urban noise.
  5. Previous generations of urban residents did not suffer from hearing damage.

Detailed Solution:
1. Analyze the passage: Premise 1: High noise -> hearing damage. Premise 2: Urban noise levels are increasing (from construction/traffic). Conclusion: Expected rise in hearing damage among urban residents.
2. Evaluate Options:
a) "All urban residents" is an extreme generalization not supported. (Too strong)
b) "Only cause" is an extreme claim not supported. (Too strong)
c) Correct. If hearing damage is a "significant" consequence of noise, and noise is increasing, then the increase in noise levels will indeed have "adverse health consequences" (hearing damage is a type of adverse health consequence). This is a logical deduction.
d) "Only sources" is an extreme claim not supported. (Too strong)
e) "Previous generations did not suffer" is not supported. The passage discusses current trends. (Outside scope/too strong)
Answer: Option (c).

Example 2: Inference from Comparative Statements

Passage: "During the last financial year, Law Firm A saw a 15% increase in its profit, while Law Firm B's profit increased by 20%. Despite this, Law Firm A's total profit for the year was higher than Law Firm B's. Both firms operate in the same market conditions."

Question: "Based on the information above, which of the following statements must be true?"

  1. Law Firm B is more efficient than Law Firm A.
  2. Law Firm A had a higher initial profit (before the increase) than Law Firm B.
  3. The total revenue of Law Firm A was higher than Law Firm B.
  4. Law Firm B will have a higher profit than Law Firm A in the next financial year.
  5. Law Firm A's expenses were lower than Law Firm B's.

Detailed Solution:
1. Analyze the passage's numerical data: - Firm A: 15% increase, Higher *final* profit. - Firm B: 20% increase, Lower *final* profit.
2. Synthesize and Infer: If Firm A had a *smaller percentage increase* (15%) but ended up with a *higher final profit* than Firm B (which had a *larger percentage increase* of 20%), it logically implies that Firm A must have started with a much larger base profit.
Let A_initial be initial profit of A, A_final = 1.15 * A_initial.
Let B_initial be initial profit of B, B_final = 1.20 * B_initial.
We know A_final > B_final.
So, 1.15 * A_initial > 1.20 * B_initial.
Since 1.15 is slightly less than 1.20, for A_final to be greater than B_final, A_initial *must* be significantly larger than B_initial.
3. Evaluate Options:
a) "More efficient" is not directly supported. Efficiency relates to how resources are used, not just growth rates or final profit. (Outside scope)
b) Correct. For a smaller percentage increase to result in a larger final value, the initial value must have been larger. This is a mathematical necessity.
c) "Total revenue" is not mentioned. Profit is not necessarily revenue. (Outside scope)
d) "Will have a higher profit... next year" is a future prediction, not a certain inference. (Speculation)
e) "Expenses were lower" could contribute to higher profit, but is not *necessarily* true based on the given information about profit increase percentages and final profit amounts. (Possible, but not *must be true*)
Answer: Option (b).

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