Under the new municipal zoning code, obtaining a commercial building permit requires that the developer submit a comprehensive environmental impact report and secure approval from the local neighborhood council.
Which one of the following statements logically follows from the zoning code requirements?
- If a developer fails to secure approval from the local neighborhood council, they will not obtain a commercial building permit, even if they have submitted a comprehensive environmental impact report.Cevap
- BIf a developer submits a comprehensive environmental impact report and secures approval from the local neighborhood council, they will obtain a commercial building permit.
- CIf a developer does not obtain a commercial building permit, it must be because they failed to either submit a comprehensive environmental impact report or secure approval from the local neighborhood council.
- DFailing to submit a comprehensive environmental impact report guarantees that the developer will not secure approval from the local neighborhood council.
- EA developer will fail to obtain a commercial building permit only if they fail to both submit a comprehensive environmental impact report and secure approval from the local neighborhood council.
Cevap
The correct answer states that failing to secure approval from the local neighborhood council guarantees the developer will not obtain a commercial building permit, even if the other requirement is met.
The stimulus establishes a rule where obtaining a permit requires two separate necessary conditions: submitting a report AND getting council approval. According to formal logic, if a sufficient condition requires a compound necessary condition (A -> B and C), the contrapositive dictates that failing either necessary condition guarantees the sufficient condition cannot occur (~B or ~C -> ~A). Therefore, a developer who fails to get council approval will definitively not get a permit, regardless of whether they submitted the report.
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Anahtar Kavram
Forming contrapositives from compound conditional statements (De Morgan's Laws).