Assume the statements are true, even if they appear unusual:\nStatements:\n1) James works in a factory.\n2) James gets a salary.\nWhat can be concluded?

Introduction / Context:
Many statement–conclusion items test your ability to extract the minimum logically necessary inference—nothing more, nothing less. Here, the premises explicitly connect work and receipt of a salary.

Given Data / Assumptions:

• James works in a factory.
• James gets a salary.
• No information is provided about preferences, emotions, or causes.

Concept / Approach:
The safest necessary conclusion is that James is paid (receives a salary) in relation to employment. Claims about liking or loving work/salary are psychological and not entailed by the premises.

Step-by-Step Solution:
1) From “works” and “gets a salary,” infer a pay-for-work relationship.2) Eliminate statements about “love/like,” which require new facts on attitude.

Verification / Alternative check:
Even if salary came from a source other than factory work, the common-sense linkage and test design prioritize the straightforward inference: paid for his work.

Why Other Options Are Wrong:
Options A, C, and D introduce emotions or preferences. “None of these” fails because one option (B) does follow.

Common Pitfalls:
Overthinking by ascribing motives or satisfaction levels not stated.

Final Answer:
James gets paid for his work.